Expand the following

(2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹)⁵

Multiply (2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹) * (2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹)

1: Multiply 2a²b³c⁴ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

1.1: Multiply 2a²b³c⁴ * 2a²b³c⁴

Group constants and powers

(2 * 2)(a^{2 + 2}b^{3 + 3}c^{4 + 4})

4a⁴b⁶c⁸

1.2: Multiply 2a²b³c⁴ * -6x³y⁴z⁵

Group constants and powers

(2 * -6)(a²b³c⁴x³y⁴z⁵)

-12a²b³c⁴x³y⁴z⁵

1.3: Multiply 2a²b³c⁴ * 7l⁷m⁸n⁹

Group constants and powers

(2 * 7)(a²b³c⁴l⁷m⁸n⁹)

14a²b³c⁴l⁷m⁸n⁹

2: Multiply -6x³y⁴z⁵ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

2.1: Multiply -6x³y⁴z⁵ * 2a²b³c⁴

Group constants and powers

(-6 * 2)(x³y⁴z⁵a²b³c⁴)

-12x³y⁴z⁵a²b³c⁴

2.2: Multiply -6x³y⁴z⁵ * -6x³y⁴z⁵

Group constants and powers

(-6 * -6)(x^{3 + 3}y^{4 + 4}z^{5 + 5})

36x⁶y⁸z¹⁰

2.3: Multiply -6x³y⁴z⁵ * 7l⁷m⁸n⁹

Group constants and powers

(-6 * 7)(x³y⁴z⁵l⁷m⁸n⁹)

-42x³y⁴z⁵l⁷m⁸n⁹

3: Multiply 7l⁷m⁸n⁹ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

3.1: Multiply 7l⁷m⁸n⁹ * 2a²b³c⁴

Group constants and powers

(7 * 2)(l⁷m⁸n⁹a²b³c⁴)

14l⁷m⁸n⁹a²b³c⁴

3.2: Multiply 7l⁷m⁸n⁹ * -6x³y⁴z⁵

Group constants and powers

(7 * -6)(l⁷m⁸n⁹x³y⁴z⁵)

-42l⁷m⁸n⁹x³y⁴z⁵

3.3: Multiply 7l⁷m⁸n⁹ * 7l⁷m⁸n⁹

Group constants and powers

(7 * 7)(l^{7 + 7}m^{8 + 8}n^{9 + 9})

49l¹⁴m¹⁶n¹⁸

Step 1 answer = 4a⁴b⁶c⁸ - 12a²b³c⁴x³y⁴z⁵ + 14a²b³c⁴l⁷m⁸n⁹ - 12x³y⁴z⁵a²b³c⁴ + 36x⁶y⁸z¹⁰ - 42x³y⁴z⁵l⁷m⁸n⁹ + 14l⁷m⁸n⁹a²b³c⁴ - 42l⁷m⁸n⁹x³y⁴z⁵ + 49l¹⁴m¹⁶n¹⁸

Multiply (4a⁴b⁶c⁸ - 12a²b³c⁴x³y⁴z⁵ + 14a²b³c⁴l⁷m⁸n⁹ - 12x³y⁴z⁵a²b³c⁴ + 36x⁶y⁸z¹⁰ - 42x³y⁴z⁵l⁷m⁸n⁹ + 14l⁷m⁸n⁹a²b³c⁴ - 42l⁷m⁸n⁹x³y⁴z⁵ + 49l¹⁴m¹⁶n¹⁸) * (2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹)

1: Multiply 4a⁴b⁶c⁸ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

1.1: Multiply 4a⁴b⁶c⁸ * 2a²b³c⁴

Group constants and powers

(4 * 2)(a^{4 + 2}b^{6 + 3}c^{8 + 4})

8a⁶b⁹c¹²

1.2: Multiply 4a⁴b⁶c⁸ * -6x³y⁴z⁵

Group constants and powers

(4 * -6)(a⁴b⁶c⁸x³y⁴z⁵)

-24a⁴b⁶c⁸x³y⁴z⁵

1.3: Multiply 4a⁴b⁶c⁸ * 7l⁷m⁸n⁹

Group constants and powers

(4 * 7)(a⁴b⁶c⁸l⁷m⁸n⁹)

28a⁴b⁶c⁸l⁷m⁸n⁹

2: Multiply -12a²b³c⁴x³y⁴z⁵ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

2.1: Multiply -12a²b³c⁴x³y⁴z⁵ * 2a²b³c⁴

Group constants and powers

(-12 * 2)(a^{2 + 2}b^{3 + 3}c^{4 + 4}x³y⁴z⁵)

-24a⁴b⁶c⁸x³y⁴z⁵

2.2: Multiply -12a²b³c⁴x³y⁴z⁵ * -6x³y⁴z⁵

Group constants and powers

(-12 * -6)(a²b³c⁴x^{3 + 3}y^{4 + 4}z^{5 + 5})

72a²b³c⁴x⁶y⁸z¹⁰

2.3: Multiply -12a²b³c⁴x³y⁴z⁵ * 7l⁷m⁸n⁹

Group constants and powers

(-12 * 7)(a²b³c⁴x³y⁴z⁵l⁷m⁸n⁹)

-84a²b³c⁴x³y⁴z⁵l⁷m⁸n⁹

3: Multiply 14a²b³c⁴l⁷m⁸n⁹ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

3.1: Multiply 14a²b³c⁴l⁷m⁸n⁹ * 2a²b³c⁴

Group constants and powers

(14 * 2)(a^{2 + 2}b^{3 + 3}c^{4 + 4}l⁷m⁸n⁹)

28a⁴b⁶c⁸l⁷m⁸n⁹

3.2: Multiply 14a²b³c⁴l⁷m⁸n⁹ * -6x³y⁴z⁵

Group constants and powers

(14 * -6)(a²b³c⁴l⁷m⁸n⁹x³y⁴z⁵)

-84a²b³c⁴l⁷m⁸n⁹x³y⁴z⁵

3.3: Multiply 14a²b³c⁴l⁷m⁸n⁹ * 7l⁷m⁸n⁹

Group constants and powers

(14 * 7)(a²b³c⁴l^{7 + 7}m^{8 + 8}n^{9 + 9})

98a²b³c⁴l¹⁴m¹⁶n¹⁸

4: Multiply -12x³y⁴z⁵a²b³c⁴ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

4.1: Multiply -12x³y⁴z⁵a²b³c⁴ * 2a²b³c⁴

Group constants and powers

(-12 * 2)(x³y⁴z⁵a^{2 + 2}b^{3 + 3}c^{4 + 4})

-24x³y⁴z⁵a⁴b⁶c⁸

4.2: Multiply -12x³y⁴z⁵a²b³c⁴ * -6x³y⁴z⁵

Group constants and powers

(-12 * -6)(x^{3 + 3}y^{4 + 4}z^{5 + 5}a²b³c⁴)

72x⁶y⁸z¹⁰a²b³c⁴

4.3: Multiply -12x³y⁴z⁵a²b³c⁴ * 7l⁷m⁸n⁹

Group constants and powers

(-12 * 7)(x³y⁴z⁵a²b³c⁴l⁷m⁸n⁹)

-84x³y⁴z⁵a²b³c⁴l⁷m⁸n⁹

5: Multiply 36x⁶y⁸z¹⁰ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

5.1: Multiply 36x⁶y⁸z¹⁰ * 2a²b³c⁴

Group constants and powers

(36 * 2)(x⁶y⁸z¹⁰a²b³c⁴)

72x⁶y⁸z¹⁰a²b³c⁴

5.2: Multiply 36x⁶y⁸z¹⁰ * -6x³y⁴z⁵

Group constants and powers

(36 * -6)(x^{6 + 3}y^{8 + 4}z^{10 + 5})

-216x⁹y¹²z¹⁵

5.3: Multiply 36x⁶y⁸z¹⁰ * 7l⁷m⁸n⁹

Group constants and powers

(36 * 7)(x⁶y⁸z¹⁰l⁷m⁸n⁹)

252x⁶y⁸z¹⁰l⁷m⁸n⁹

6: Multiply -42x³y⁴z⁵l⁷m⁸n⁹ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

6.1: Multiply -42x³y⁴z⁵l⁷m⁸n⁹ * 2a²b³c⁴

Group constants and powers

(-42 * 2)(x³y⁴z⁵l⁷m⁸n⁹a²b³c⁴)

-84x³y⁴z⁵l⁷m⁸n⁹a²b³c⁴

6.2: Multiply -42x³y⁴z⁵l⁷m⁸n⁹ * -6x³y⁴z⁵

Group constants and powers

(-42 * -6)(x^{3 + 3}y^{4 + 4}z^{5 + 5}l⁷m⁸n⁹)

252x⁶y⁸z¹⁰l⁷m⁸n⁹

6.3: Multiply -42x³y⁴z⁵l⁷m⁸n⁹ * 7l⁷m⁸n⁹

Group constants and powers

(-42 * 7)(x³y⁴z⁵l^{7 + 7}m^{8 + 8}n^{9 + 9})

-294x³y⁴z⁵l¹⁴m¹⁶n¹⁸

7: Multiply 14l⁷m⁸n⁹a²b³c⁴ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

7.1: Multiply 14l⁷m⁸n⁹a²b³c⁴ * 2a²b³c⁴

Group constants and powers

(14 * 2)(l⁷m⁸n⁹a^{2 + 2}b^{3 + 3}c^{4 + 4})

28l⁷m⁸n⁹a⁴b⁶c⁸

7.2: Multiply 14l⁷m⁸n⁹a²b³c⁴ * -6x³y⁴z⁵

Group constants and powers

(14 * -6)(l⁷m⁸n⁹a²b³c⁴x³y⁴z⁵)

-84l⁷m⁸n⁹a²b³c⁴x³y⁴z⁵

7.3: Multiply 14l⁷m⁸n⁹a²b³c⁴ * 7l⁷m⁸n⁹

Group constants and powers

(14 * 7)(l^{7 + 7}m^{8 + 8}n^{9 + 9}a²b³c⁴)

98l¹⁴m¹⁶n¹⁸a²b³c⁴

8: Multiply -42l⁷m⁸n⁹x³y⁴z⁵ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

8.1: Multiply -42l⁷m⁸n⁹x³y⁴z⁵ * 2a²b³c⁴

Group constants and powers

(-42 * 2)(l⁷m⁸n⁹x³y⁴z⁵a²b³c⁴)

-84l⁷m⁸n⁹x³y⁴z⁵a²b³c⁴

8.2: Multiply -42l⁷m⁸n⁹x³y⁴z⁵ * -6x³y⁴z⁵

Group constants and powers

(-42 * -6)(l⁷m⁸n⁹x^{3 + 3}y^{4 + 4}z^{5 + 5})

252l⁷m⁸n⁹x⁶y⁸z¹⁰

8.3: Multiply -42l⁷m⁸n⁹x³y⁴z⁵ * 7l⁷m⁸n⁹

Group constants and powers

(-42 * 7)(l^{7 + 7}m^{8 + 8}n^{9 + 9}x³y⁴z⁵)

-294l¹⁴m¹⁶n¹⁸x³y⁴z⁵

9: Multiply 49l¹⁴m¹⁶n¹⁸ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

9.1: Multiply 49l¹⁴m¹⁶n¹⁸ * 2a²b³c⁴

Group constants and powers

(49 * 2)(l¹⁴m¹⁶n¹⁸a²b³c⁴)

98l¹⁴m¹⁶n¹⁸a²b³c⁴

9.2: Multiply 49l¹⁴m¹⁶n¹⁸ * -6x³y⁴z⁵

Group constants and powers

(49 * -6)(l¹⁴m¹⁶n¹⁸x³y⁴z⁵)

-294l¹⁴m¹⁶n¹⁸x³y⁴z⁵

9.3: Multiply 49l¹⁴m¹⁶n¹⁸ * 7l⁷m⁸n⁹

Group constants and powers

(49 * 7)(l^{14 + 7}m^{16 + 8}n^{18 + 9})

343l²¹m²⁴n²⁷

Step 2 answer = 8a⁶b⁹c¹² - 24a⁴b⁶c⁸x³y⁴z⁵ + 28a⁴b⁶c⁸l⁷m⁸n⁹ - 24a⁴b⁶c⁸x³y⁴z⁵ + 72a²b³c⁴x⁶y⁸z¹⁰ - 84a²b³c⁴x³y⁴z⁵l⁷m⁸n⁹ + 28a⁴b⁶c⁸l⁷m⁸n⁹ - 84a²b³c⁴l⁷m⁸n⁹x³y⁴z⁵ + 98a²b³c⁴l¹⁴m¹⁶n¹⁸ - 24x³y⁴z⁵a⁴b⁶c⁸ + 72x⁶y⁸z¹⁰a²b³c⁴ - 84x³y⁴z⁵a²b³c⁴l⁷m⁸n⁹ + 72x⁶y⁸z¹⁰a²b³c⁴ - 216x⁹y¹²z¹⁵ + 252x⁶y⁸z¹⁰l⁷m⁸n⁹ - 84x³y⁴z⁵l⁷m⁸n⁹a²b³c⁴ + 252x⁶y⁸z¹⁰l⁷m⁸n⁹ - 294x³y⁴z⁵l¹⁴m¹⁶n¹⁸ + 28l⁷m⁸n⁹a⁴b⁶c⁸ - 84l⁷m⁸n⁹a²b³c⁴x³y⁴z⁵ + 98l¹⁴m¹⁶n¹⁸a²b³c⁴ - 84l⁷m⁸n⁹x³y⁴z⁵a²b³c⁴ + 252l⁷m⁸n⁹x⁶y⁸z¹⁰ - 294l¹⁴m¹⁶n¹⁸x³y⁴z⁵ + 98l¹⁴m¹⁶n¹⁸a²b³c⁴ - 294l¹⁴m¹⁶n¹⁸x³y⁴z⁵ + 343l²¹m²⁴n²⁷

Multiply (8a⁶b⁹c¹² - 24a⁴b⁶c⁸x³y⁴z⁵ + 28a⁴b⁶c⁸l⁷m⁸n⁹ - 24a⁴b⁶c⁸x³y⁴z⁵ + 72a²b³c⁴x⁶y⁸z¹⁰ - 84a²b³c⁴x³y⁴z⁵l⁷m⁸n⁹ + 28a⁴b⁶c⁸l⁷m⁸n⁹ - 84a²b³c⁴l⁷m⁸n⁹x³y⁴z⁵ + 98a²b³c⁴l¹⁴m¹⁶n¹⁸ - 24x³y⁴z⁵a⁴b⁶c⁸ + 72x⁶y⁸z¹⁰a²b³c⁴ - 84x³y⁴z⁵a²b³c⁴l⁷m⁸n⁹ + 72x⁶y⁸z¹⁰a²b³c⁴ - 216x⁹y¹²z¹⁵ + 252x⁶y⁸z¹⁰l⁷m⁸n⁹ - 84x³y⁴z⁵l⁷m⁸n⁹a²b³c⁴ + 252x⁶y⁸z¹⁰l⁷m⁸n⁹ - 294x³y⁴z⁵l¹⁴m¹⁶n¹⁸ + 28l⁷m⁸n⁹a⁴b⁶c⁸ - 84l⁷m⁸n⁹a²b³c⁴x³y⁴z⁵ + 98l¹⁴m¹⁶n¹⁸a²b³c⁴ - 84l⁷m⁸n⁹x³y⁴z⁵a²b³c⁴ + 252l⁷m⁸n⁹x⁶y⁸z¹⁰ - 294l¹⁴m¹⁶n¹⁸x³y⁴z⁵ + 98l¹⁴m¹⁶n¹⁸a²b³c⁴ - 294l¹⁴m¹⁶n¹⁸x³y⁴z⁵ + 343l²¹m²⁴n²⁷) * (2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹)

1: Multiply 8a⁶b⁹c¹² by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

1.1: Multiply 8a⁶b⁹c¹² * 2a²b³c⁴

Group constants and powers

(8 * 2)(a^{6 + 2}b^{9 + 3}c^{12 + 4})

16a⁸b¹²c¹⁶

1.2: Multiply 8a⁶b⁹c¹² * -6x³y⁴z⁵

Group constants and powers

(8 * -6)(a⁶b⁹c¹²x³y⁴z⁵)

-48a⁶b⁹c¹²x³y⁴z⁵

1.3: Multiply 8a⁶b⁹c¹² * 7l⁷m⁸n⁹

Group constants and powers

(8 * 7)(a⁶b⁹c¹²l⁷m⁸n⁹)

56a⁶b⁹c¹²l⁷m⁸n⁹

2: Multiply -24a⁴b⁶c⁸x³y⁴z⁵ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

2.1: Multiply -24a⁴b⁶c⁸x³y⁴z⁵ * 2a²b³c⁴

Group constants and powers

(-24 * 2)(a^{4 + 2}b^{6 + 3}c^{8 + 4}x³y⁴z⁵)

-48a⁶b⁹c¹²x³y⁴z⁵

2.2: Multiply -24a⁴b⁶c⁸x³y⁴z⁵ * -6x³y⁴z⁵

Group constants and powers

(-24 * -6)(a⁴b⁶c⁸x^{3 + 3}y^{4 + 4}z^{5 + 5})

144a⁴b⁶c⁸x⁶y⁸z¹⁰

2.3: Multiply -24a⁴b⁶c⁸x³y⁴z⁵ * 7l⁷m⁸n⁹

Group constants and powers

(-24 * 7)(a⁴b⁶c⁸x³y⁴z⁵l⁷m⁸n⁹)

-168a⁴b⁶c⁸x³y⁴z⁵l⁷m⁸n⁹

3: Multiply 28a⁴b⁶c⁸l⁷m⁸n⁹ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

3.1: Multiply 28a⁴b⁶c⁸l⁷m⁸n⁹ * 2a²b³c⁴

Group constants and powers

(28 * 2)(a^{4 + 2}b^{6 + 3}c^{8 + 4}l⁷m⁸n⁹)

56a⁶b⁹c¹²l⁷m⁸n⁹

3.2: Multiply 28a⁴b⁶c⁸l⁷m⁸n⁹ * -6x³y⁴z⁵

Group constants and powers

(28 * -6)(a⁴b⁶c⁸l⁷m⁸n⁹x³y⁴z⁵)

-168a⁴b⁶c⁸l⁷m⁸n⁹x³y⁴z⁵

3.3: Multiply 28a⁴b⁶c⁸l⁷m⁸n⁹ * 7l⁷m⁸n⁹

Group constants and powers

(28 * 7)(a⁴b⁶c⁸l^{7 + 7}m^{8 + 8}n^{9 + 9})

196a⁴b⁶c⁸l¹⁴m¹⁶n¹⁸

4: Multiply -24a⁴b⁶c⁸x³y⁴z⁵ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

4.1: Multiply -24a⁴b⁶c⁸x³y⁴z⁵ * 2a²b³c⁴

Group constants and powers

(-24 * 2)(a^{4 + 2}b^{6 + 3}c^{8 + 4}x³y⁴z⁵)

-48a⁶b⁹c¹²x³y⁴z⁵

4.2: Multiply -24a⁴b⁶c⁸x³y⁴z⁵ * -6x³y⁴z⁵

Group constants and powers

(-24 * -6)(a⁴b⁶c⁸x^{3 + 3}y^{4 + 4}z^{5 + 5})

144a⁴b⁶c⁸x⁶y⁸z¹⁰

4.3: Multiply -24a⁴b⁶c⁸x³y⁴z⁵ * 7l⁷m⁸n⁹

Group constants and powers

(-24 * 7)(a⁴b⁶c⁸x³y⁴z⁵l⁷m⁸n⁹)

-168a⁴b⁶c⁸x³y⁴z⁵l⁷m⁸n⁹

5: Multiply 72a²b³c⁴x⁶y⁸z¹⁰ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

5.1: Multiply 72a²b³c⁴x⁶y⁸z¹⁰ * 2a²b³c⁴

Group constants and powers

(72 * 2)(a^{2 + 2}b^{3 + 3}c^{4 + 4}x⁶y⁸z¹⁰)

144a⁴b⁶c⁸x⁶y⁸z¹⁰

5.2: Multiply 72a²b³c⁴x⁶y⁸z¹⁰ * -6x³y⁴z⁵

Group constants and powers

(72 * -6)(a²b³c⁴x^{6 + 3}y^{8 + 4}z^{10 + 5})

-432a²b³c⁴x⁹y¹²z¹⁵

5.3: Multiply 72a²b³c⁴x⁶y⁸z¹⁰ * 7l⁷m⁸n⁹

Group constants and powers

(72 * 7)(a²b³c⁴x⁶y⁸z¹⁰l⁷m⁸n⁹)

504a²b³c⁴x⁶y⁸z¹⁰l⁷m⁸n⁹

6: Multiply -84a²b³c⁴x³y⁴z⁵l⁷m⁸n⁹ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

6.1: Multiply -84a²b³c⁴x³y⁴z⁵l⁷m⁸n⁹ * 2a²b³c⁴

Group constants and powers

(-84 * 2)(a^{2 + 2}b^{3 + 3}c^{4 + 4}x³y⁴z⁵l⁷m⁸n⁹)

-168a⁴b⁶c⁸x³y⁴z⁵l⁷m⁸n⁹

6.2: Multiply -84a²b³c⁴x³y⁴z⁵l⁷m⁸n⁹ * -6x³y⁴z⁵

Group constants and powers

(-84 * -6)(a²b³c⁴x^{3 + 3}y^{4 + 4}z^{5 + 5}l⁷m⁸n⁹)

504a²b³c⁴x⁶y⁸z¹⁰l⁷m⁸n⁹

6.3: Multiply -84a²b³c⁴x³y⁴z⁵l⁷m⁸n⁹ * 7l⁷m⁸n⁹

Group constants and powers

(-84 * 7)(a²b³c⁴x³y⁴z⁵l^{7 + 7}m^{8 + 8}n^{9 + 9})

-588a²b³c⁴x³y⁴z⁵l¹⁴m¹⁶n¹⁸

7: Multiply 28a⁴b⁶c⁸l⁷m⁸n⁹ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

7.1: Multiply 28a⁴b⁶c⁸l⁷m⁸n⁹ * 2a²b³c⁴

Group constants and powers

(28 * 2)(a^{4 + 2}b^{6 + 3}c^{8 + 4}l⁷m⁸n⁹)

56a⁶b⁹c¹²l⁷m⁸n⁹

7.2: Multiply 28a⁴b⁶c⁸l⁷m⁸n⁹ * -6x³y⁴z⁵

Group constants and powers

(28 * -6)(a⁴b⁶c⁸l⁷m⁸n⁹x³y⁴z⁵)

-168a⁴b⁶c⁸l⁷m⁸n⁹x³y⁴z⁵

7.3: Multiply 28a⁴b⁶c⁸l⁷m⁸n⁹ * 7l⁷m⁸n⁹

Group constants and powers

(28 * 7)(a⁴b⁶c⁸l^{7 + 7}m^{8 + 8}n^{9 + 9})

196a⁴b⁶c⁸l¹⁴m¹⁶n¹⁸

8: Multiply -84a²b³c⁴l⁷m⁸n⁹x³y⁴z⁵ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

8.1: Multiply -84a²b³c⁴l⁷m⁸n⁹x³y⁴z⁵ * 2a²b³c⁴

Group constants and powers

(-84 * 2)(a^{2 + 2}b^{3 + 3}c^{4 + 4}l⁷m⁸n⁹x³y⁴z⁵)

-168a⁴b⁶c⁸l⁷m⁸n⁹x³y⁴z⁵

8.2: Multiply -84a²b³c⁴l⁷m⁸n⁹x³y⁴z⁵ * -6x³y⁴z⁵

Group constants and powers

(-84 * -6)(a²b³c⁴l⁷m⁸n⁹x^{3 + 3}y^{4 + 4}z^{5 + 5})

504a²b³c⁴l⁷m⁸n⁹x⁶y⁸z¹⁰

8.3: Multiply -84a²b³c⁴l⁷m⁸n⁹x³y⁴z⁵ * 7l⁷m⁸n⁹

Group constants and powers

(-84 * 7)(a²b³c⁴l^{7 + 7}m^{8 + 8}n^{9 + 9}x³y⁴z⁵)

-588a²b³c⁴l¹⁴m¹⁶n¹⁸x³y⁴z⁵

9: Multiply 98a²b³c⁴l¹⁴m¹⁶n¹⁸ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

9.1: Multiply 98a²b³c⁴l¹⁴m¹⁶n¹⁸ * 2a²b³c⁴

Group constants and powers

(98 * 2)(a^{2 + 2}b^{3 + 3}c^{4 + 4}l¹⁴m¹⁶n¹⁸)

196a⁴b⁶c⁸l¹⁴m¹⁶n¹⁸

9.2: Multiply 98a²b³c⁴l¹⁴m¹⁶n¹⁸ * -6x³y⁴z⁵

Group constants and powers

(98 * -6)(a²b³c⁴l¹⁴m¹⁶n¹⁸x³y⁴z⁵)

-588a²b³c⁴l¹⁴m¹⁶n¹⁸x³y⁴z⁵

9.3: Multiply 98a²b³c⁴l¹⁴m¹⁶n¹⁸ * 7l⁷m⁸n⁹

Group constants and powers

(98 * 7)(a²b³c⁴l^{14 + 7}m^{16 + 8}n^{18 + 9})

686a²b³c⁴l²¹m²⁴n²⁷

10: Multiply -24x³y⁴z⁵a⁴b⁶c⁸ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

10.1: Multiply -24x³y⁴z⁵a⁴b⁶c⁸ * 2a²b³c⁴

Group constants and powers

(-24 * 2)(x³y⁴z⁵a^{4 + 2}b^{6 + 3}c^{8 + 4})

-48x³y⁴z⁵a⁶b⁹c¹²

10.2: Multiply -24x³y⁴z⁵a⁴b⁶c⁸ * -6x³y⁴z⁵

Group constants and powers

(-24 * -6)(x^{3 + 3}y^{4 + 4}z^{5 + 5}a⁴b⁶c⁸)

144x⁶y⁸z¹⁰a⁴b⁶c⁸

10.3: Multiply -24x³y⁴z⁵a⁴b⁶c⁸ * 7l⁷m⁸n⁹

Group constants and powers

(-24 * 7)(x³y⁴z⁵a⁴b⁶c⁸l⁷m⁸n⁹)

-168x³y⁴z⁵a⁴b⁶c⁸l⁷m⁸n⁹

11: Multiply 72x⁶y⁸z¹⁰a²b³c⁴ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

11.1: Multiply 72x⁶y⁸z¹⁰a²b³c⁴ * 2a²b³c⁴

Group constants and powers

(72 * 2)(x⁶y⁸z¹⁰a^{2 + 2}b^{3 + 3}c^{4 + 4})

144x⁶y⁸z¹⁰a⁴b⁶c⁸

11.2: Multiply 72x⁶y⁸z¹⁰a²b³c⁴ * -6x³y⁴z⁵

Group constants and powers

(72 * -6)(x^{6 + 3}y^{8 + 4}z^{10 + 5}a²b³c⁴)

-432x⁹y¹²z¹⁵a²b³c⁴

11.3: Multiply 72x⁶y⁸z¹⁰a²b³c⁴ * 7l⁷m⁸n⁹

Group constants and powers

(72 * 7)(x⁶y⁸z¹⁰a²b³c⁴l⁷m⁸n⁹)

504x⁶y⁸z¹⁰a²b³c⁴l⁷m⁸n⁹

12: Multiply -84x³y⁴z⁵a²b³c⁴l⁷m⁸n⁹ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

12.1: Multiply -84x³y⁴z⁵a²b³c⁴l⁷m⁸n⁹ * 2a²b³c⁴

Group constants and powers

(-84 * 2)(x³y⁴z⁵a^{2 + 2}b^{3 + 3}c^{4 + 4}l⁷m⁸n⁹)

-168x³y⁴z⁵a⁴b⁶c⁸l⁷m⁸n⁹

12.2: Multiply -84x³y⁴z⁵a²b³c⁴l⁷m⁸n⁹ * -6x³y⁴z⁵

Group constants and powers

(-84 * -6)(x^{3 + 3}y^{4 + 4}z^{5 + 5}a²b³c⁴l⁷m⁸n⁹)

504x⁶y⁸z¹⁰a²b³c⁴l⁷m⁸n⁹

12.3: Multiply -84x³y⁴z⁵a²b³c⁴l⁷m⁸n⁹ * 7l⁷m⁸n⁹

Group constants and powers

(-84 * 7)(x³y⁴z⁵a²b³c⁴l^{7 + 7}m^{8 + 8}n^{9 + 9})

-588x³y⁴z⁵a²b³c⁴l¹⁴m¹⁶n¹⁸

13: Multiply 72x⁶y⁸z¹⁰a²b³c⁴ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

13.1: Multiply 72x⁶y⁸z¹⁰a²b³c⁴ * 2a²b³c⁴

Group constants and powers

(72 * 2)(x⁶y⁸z¹⁰a^{2 + 2}b^{3 + 3}c^{4 + 4})

144x⁶y⁸z¹⁰a⁴b⁶c⁸

13.2: Multiply 72x⁶y⁸z¹⁰a²b³c⁴ * -6x³y⁴z⁵

Group constants and powers

(72 * -6)(x^{6 + 3}y^{8 + 4}z^{10 + 5}a²b³c⁴)

-432x⁹y¹²z¹⁵a²b³c⁴

13.3: Multiply 72x⁶y⁸z¹⁰a²b³c⁴ * 7l⁷m⁸n⁹

Group constants and powers

(72 * 7)(x⁶y⁸z¹⁰a²b³c⁴l⁷m⁸n⁹)

504x⁶y⁸z¹⁰a²b³c⁴l⁷m⁸n⁹

14: Multiply -216x⁹y¹²z¹⁵ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

14.1: Multiply -216x⁹y¹²z¹⁵ * 2a²b³c⁴

Group constants and powers

(-216 * 2)(x⁹y¹²z¹⁵a²b³c⁴)

-432x⁹y¹²z¹⁵a²b³c⁴

14.2: Multiply -216x⁹y¹²z¹⁵ * -6x³y⁴z⁵

Group constants and powers

(-216 * -6)(x^{9 + 3}y^{12 + 4}z^{15 + 5})

1296x¹²y¹⁶z²⁰

14.3: Multiply -216x⁹y¹²z¹⁵ * 7l⁷m⁸n⁹

Group constants and powers

(-216 * 7)(x⁹y¹²z¹⁵l⁷m⁸n⁹)

-1512x⁹y¹²z¹⁵l⁷m⁸n⁹

15: Multiply 252x⁶y⁸z¹⁰l⁷m⁸n⁹ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

15.1: Multiply 252x⁶y⁸z¹⁰l⁷m⁸n⁹ * 2a²b³c⁴

Group constants and powers

(252 * 2)(x⁶y⁸z¹⁰l⁷m⁸n⁹a²b³c⁴)

504x⁶y⁸z¹⁰l⁷m⁸n⁹a²b³c⁴

15.2: Multiply 252x⁶y⁸z¹⁰l⁷m⁸n⁹ * -6x³y⁴z⁵

Group constants and powers

(252 * -6)(x^{6 + 3}y^{8 + 4}z^{10 + 5}l⁷m⁸n⁹)

-1512x⁹y¹²z¹⁵l⁷m⁸n⁹

15.3: Multiply 252x⁶y⁸z¹⁰l⁷m⁸n⁹ * 7l⁷m⁸n⁹

Group constants and powers

(252 * 7)(x⁶y⁸z¹⁰l^{7 + 7}m^{8 + 8}n^{9 + 9})

1764x⁶y⁸z¹⁰l¹⁴m¹⁶n¹⁸

16: Multiply -84x³y⁴z⁵l⁷m⁸n⁹a²b³c⁴ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

16.1: Multiply -84x³y⁴z⁵l⁷m⁸n⁹a²b³c⁴ * 2a²b³c⁴

Group constants and powers

(-84 * 2)(x³y⁴z⁵l⁷m⁸n⁹a^{2 + 2}b^{3 + 3}c^{4 + 4})

-168x³y⁴z⁵l⁷m⁸n⁹a⁴b⁶c⁸

16.2: Multiply -84x³y⁴z⁵l⁷m⁸n⁹a²b³c⁴ * -6x³y⁴z⁵

Group constants and powers

(-84 * -6)(x^{3 + 3}y^{4 + 4}z^{5 + 5}l⁷m⁸n⁹a²b³c⁴)

504x⁶y⁸z¹⁰l⁷m⁸n⁹a²b³c⁴

16.3: Multiply -84x³y⁴z⁵l⁷m⁸n⁹a²b³c⁴ * 7l⁷m⁸n⁹

Group constants and powers

(-84 * 7)(x³y⁴z⁵l^{7 + 7}m^{8 + 8}n^{9 + 9}a²b³c⁴)

-588x³y⁴z⁵l¹⁴m¹⁶n¹⁸a²b³c⁴

17: Multiply 252x⁶y⁸z¹⁰l⁷m⁸n⁹ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

17.1: Multiply 252x⁶y⁸z¹⁰l⁷m⁸n⁹ * 2a²b³c⁴

Group constants and powers

(252 * 2)(x⁶y⁸z¹⁰l⁷m⁸n⁹a²b³c⁴)

504x⁶y⁸z¹⁰l⁷m⁸n⁹a²b³c⁴

17.2: Multiply 252x⁶y⁸z¹⁰l⁷m⁸n⁹ * -6x³y⁴z⁵

Group constants and powers

(252 * -6)(x^{6 + 3}y^{8 + 4}z^{10 + 5}l⁷m⁸n⁹)

-1512x⁹y¹²z¹⁵l⁷m⁸n⁹

17.3: Multiply 252x⁶y⁸z¹⁰l⁷m⁸n⁹ * 7l⁷m⁸n⁹

Group constants and powers

(252 * 7)(x⁶y⁸z¹⁰l^{7 + 7}m^{8 + 8}n^{9 + 9})

1764x⁶y⁸z¹⁰l¹⁴m¹⁶n¹⁸

18: Multiply -294x³y⁴z⁵l¹⁴m¹⁶n¹⁸ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

18.1: Multiply -294x³y⁴z⁵l¹⁴m¹⁶n¹⁸ * 2a²b³c⁴

Group constants and powers

(-294 * 2)(x³y⁴z⁵l¹⁴m¹⁶n¹⁸a²b³c⁴)

-588x³y⁴z⁵l¹⁴m¹⁶n¹⁸a²b³c⁴

18.2: Multiply -294x³y⁴z⁵l¹⁴m¹⁶n¹⁸ * -6x³y⁴z⁵

Group constants and powers

(-294 * -6)(x^{3 + 3}y^{4 + 4}z^{5 + 5}l¹⁴m¹⁶n¹⁸)

1764x⁶y⁸z¹⁰l¹⁴m¹⁶n¹⁸

18.3: Multiply -294x³y⁴z⁵l¹⁴m¹⁶n¹⁸ * 7l⁷m⁸n⁹

Group constants and powers

(-294 * 7)(x³y⁴z⁵l^{14 + 7}m^{16 + 8}n^{18 + 9})

-2058x³y⁴z⁵l²¹m²⁴n²⁷

19: Multiply 28l⁷m⁸n⁹a⁴b⁶c⁸ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

19.1: Multiply 28l⁷m⁸n⁹a⁴b⁶c⁸ * 2a²b³c⁴

Group constants and powers

(28 * 2)(l⁷m⁸n⁹a^{4 + 2}b^{6 + 3}c^{8 + 4})

56l⁷m⁸n⁹a⁶b⁹c¹²

19.2: Multiply 28l⁷m⁸n⁹a⁴b⁶c⁸ * -6x³y⁴z⁵

Group constants and powers

(28 * -6)(l⁷m⁸n⁹a⁴b⁶c⁸x³y⁴z⁵)

-168l⁷m⁸n⁹a⁴b⁶c⁸x³y⁴z⁵

19.3: Multiply 28l⁷m⁸n⁹a⁴b⁶c⁸ * 7l⁷m⁸n⁹

Group constants and powers

(28 * 7)(l^{7 + 7}m^{8 + 8}n^{9 + 9}a⁴b⁶c⁸)

196l¹⁴m¹⁶n¹⁸a⁴b⁶c⁸

20: Multiply -84l⁷m⁸n⁹a²b³c⁴x³y⁴z⁵ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

20.1: Multiply -84l⁷m⁸n⁹a²b³c⁴x³y⁴z⁵ * 2a²b³c⁴

Group constants and powers

(-84 * 2)(l⁷m⁸n⁹a^{2 + 2}b^{3 + 3}c^{4 + 4}x³y⁴z⁵)

-168l⁷m⁸n⁹a⁴b⁶c⁸x³y⁴z⁵

20.2: Multiply -84l⁷m⁸n⁹a²b³c⁴x³y⁴z⁵ * -6x³y⁴z⁵

Group constants and powers

(-84 * -6)(l⁷m⁸n⁹a²b³c⁴x^{3 + 3}y^{4 + 4}z^{5 + 5})

504l⁷m⁸n⁹a²b³c⁴x⁶y⁸z¹⁰

20.3: Multiply -84l⁷m⁸n⁹a²b³c⁴x³y⁴z⁵ * 7l⁷m⁸n⁹

Group constants and powers

(-84 * 7)(l^{7 + 7}m^{8 + 8}n^{9 + 9}a²b³c⁴x³y⁴z⁵)

-588l¹⁴m¹⁶n¹⁸a²b³c⁴x³y⁴z⁵

21: Multiply 98l¹⁴m¹⁶n¹⁸a²b³c⁴ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

21.1: Multiply 98l¹⁴m¹⁶n¹⁸a²b³c⁴ * 2a²b³c⁴

Group constants and powers

(98 * 2)(l¹⁴m¹⁶n¹⁸a^{2 + 2}b^{3 + 3}c^{4 + 4})

196l¹⁴m¹⁶n¹⁸a⁴b⁶c⁸

21.2: Multiply 98l¹⁴m¹⁶n¹⁸a²b³c⁴ * -6x³y⁴z⁵

Group constants and powers

(98 * -6)(l¹⁴m¹⁶n¹⁸a²b³c⁴x³y⁴z⁵)

-588l¹⁴m¹⁶n¹⁸a²b³c⁴x³y⁴z⁵

21.3: Multiply 98l¹⁴m¹⁶n¹⁸a²b³c⁴ * 7l⁷m⁸n⁹

Group constants and powers

(98 * 7)(l^{14 + 7}m^{16 + 8}n^{18 + 9}a²b³c⁴)

686l²¹m²⁴n²⁷a²b³c⁴

22: Multiply -84l⁷m⁸n⁹x³y⁴z⁵a²b³c⁴ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

22.1: Multiply -84l⁷m⁸n⁹x³y⁴z⁵a²b³c⁴ * 2a²b³c⁴

Group constants and powers

(-84 * 2)(l⁷m⁸n⁹x³y⁴z⁵a^{2 + 2}b^{3 + 3}c^{4 + 4})

-168l⁷m⁸n⁹x³y⁴z⁵a⁴b⁶c⁸

22.2: Multiply -84l⁷m⁸n⁹x³y⁴z⁵a²b³c⁴ * -6x³y⁴z⁵

Group constants and powers

(-84 * -6)(l⁷m⁸n⁹x^{3 + 3}y^{4 + 4}z^{5 + 5}a²b³c⁴)

504l⁷m⁸n⁹x⁶y⁸z¹⁰a²b³c⁴

22.3: Multiply -84l⁷m⁸n⁹x³y⁴z⁵a²b³c⁴ * 7l⁷m⁸n⁹

Group constants and powers

(-84 * 7)(l^{7 + 7}m^{8 + 8}n^{9 + 9}x³y⁴z⁵a²b³c⁴)

-588l¹⁴m¹⁶n¹⁸x³y⁴z⁵a²b³c⁴

23: Multiply 252l⁷m⁸n⁹x⁶y⁸z¹⁰ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

23.1: Multiply 252l⁷m⁸n⁹x⁶y⁸z¹⁰ * 2a²b³c⁴

Group constants and powers

(252 * 2)(l⁷m⁸n⁹x⁶y⁸z¹⁰a²b³c⁴)

504l⁷m⁸n⁹x⁶y⁸z¹⁰a²b³c⁴

23.2: Multiply 252l⁷m⁸n⁹x⁶y⁸z¹⁰ * -6x³y⁴z⁵

Group constants and powers

(252 * -6)(l⁷m⁸n⁹x^{6 + 3}y^{8 + 4}z^{10 + 5})

-1512l⁷m⁸n⁹x⁹y¹²z¹⁵

23.3: Multiply 252l⁷m⁸n⁹x⁶y⁸z¹⁰ * 7l⁷m⁸n⁹

Group constants and powers

(252 * 7)(l^{7 + 7}m^{8 + 8}n^{9 + 9}x⁶y⁸z¹⁰)

1764l¹⁴m¹⁶n¹⁸x⁶y⁸z¹⁰

24: Multiply -294l¹⁴m¹⁶n¹⁸x³y⁴z⁵ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

24.1: Multiply -294l¹⁴m¹⁶n¹⁸x³y⁴z⁵ * 2a²b³c⁴

Group constants and powers

(-294 * 2)(l¹⁴m¹⁶n¹⁸x³y⁴z⁵a²b³c⁴)

-588l¹⁴m¹⁶n¹⁸x³y⁴z⁵a²b³c⁴

24.2: Multiply -294l¹⁴m¹⁶n¹⁸x³y⁴z⁵ * -6x³y⁴z⁵

Group constants and powers

(-294 * -6)(l¹⁴m¹⁶n¹⁸x^{3 + 3}y^{4 + 4}z^{5 + 5})

1764l¹⁴m¹⁶n¹⁸x⁶y⁸z¹⁰

24.3: Multiply -294l¹⁴m¹⁶n¹⁸x³y⁴z⁵ * 7l⁷m⁸n⁹

Group constants and powers

(-294 * 7)(l^{14 + 7}m^{16 + 8}n^{18 + 9}x³y⁴z⁵)

-2058l²¹m²⁴n²⁷x³y⁴z⁵

25: Multiply 98l¹⁴m¹⁶n¹⁸a²b³c⁴ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

25.1: Multiply 98l¹⁴m¹⁶n¹⁸a²b³c⁴ * 2a²b³c⁴

Group constants and powers

(98 * 2)(l¹⁴m¹⁶n¹⁸a^{2 + 2}b^{3 + 3}c^{4 + 4})

196l¹⁴m¹⁶n¹⁸a⁴b⁶c⁸

25.2: Multiply 98l¹⁴m¹⁶n¹⁸a²b³c⁴ * -6x³y⁴z⁵

Group constants and powers

(98 * -6)(l¹⁴m¹⁶n¹⁸a²b³c⁴x³y⁴z⁵)

-588l¹⁴m¹⁶n¹⁸a²b³c⁴x³y⁴z⁵

25.3: Multiply 98l¹⁴m¹⁶n¹⁸a²b³c⁴ * 7l⁷m⁸n⁹

Group constants and powers

(98 * 7)(l^{14 + 7}m^{16 + 8}n^{18 + 9}a²b³c⁴)

686l²¹m²⁴n²⁷a²b³c⁴

26: Multiply -294l¹⁴m¹⁶n¹⁸x³y⁴z⁵ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

26.1: Multiply -294l¹⁴m¹⁶n¹⁸x³y⁴z⁵ * 2a²b³c⁴

Group constants and powers

(-294 * 2)(l¹⁴m¹⁶n¹⁸x³y⁴z⁵a²b³c⁴)

-588l¹⁴m¹⁶n¹⁸x³y⁴z⁵a²b³c⁴

26.2: Multiply -294l¹⁴m¹⁶n¹⁸x³y⁴z⁵ * -6x³y⁴z⁵

Group constants and powers

(-294 * -6)(l¹⁴m¹⁶n¹⁸x^{3 + 3}y^{4 + 4}z^{5 + 5})

1764l¹⁴m¹⁶n¹⁸x⁶y⁸z¹⁰

26.3: Multiply -294l¹⁴m¹⁶n¹⁸x³y⁴z⁵ * 7l⁷m⁸n⁹

Group constants and powers

(-294 * 7)(l^{14 + 7}m^{16 + 8}n^{18 + 9}x³y⁴z⁵)

-2058l²¹m²⁴n²⁷x³y⁴z⁵

27: Multiply 343l²¹m²⁴n²⁷ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

27.1: Multiply 343l²¹m²⁴n²⁷ * 2a²b³c⁴

Group constants and powers

(343 * 2)(l²¹m²⁴n²⁷a²b³c⁴)

686l²¹m²⁴n²⁷a²b³c⁴

27.2: Multiply 343l²¹m²⁴n²⁷ * -6x³y⁴z⁵

Group constants and powers

(343 * -6)(l²¹m²⁴n²⁷x³y⁴z⁵)

-2058l²¹m²⁴n²⁷x³y⁴z⁵

27.3: Multiply 343l²¹m²⁴n²⁷ * 7l⁷m⁸n⁹

Group constants and powers

(343 * 7)(l^{21 + 7}m^{24 + 8}n^{27 + 9})

2401l²⁸m³²n³⁶

Step 3 answer = 16a⁸b¹²c¹⁶ - 48a⁶b⁹c¹²x³y⁴z⁵ + 56a⁶b⁹c¹²l⁷m⁸n⁹ - 48a⁶b⁹c¹²x³y⁴z⁵ + 144a⁴b⁶c⁸x⁶y⁸z¹⁰ - 168a⁴b⁶c⁸x³y⁴z⁵l⁷m⁸n⁹ + 56a⁶b⁹c¹²l⁷m⁸n⁹ - 168a⁴b⁶c⁸l⁷m⁸n⁹x³y⁴z⁵ + 196a⁴b⁶c⁸l¹⁴m¹⁶n¹⁸ - 48a⁶b⁹c¹²x³y⁴z⁵ + 144a⁴b⁶c⁸x⁶y⁸z¹⁰ - 168a⁴b⁶c⁸x³y⁴z⁵l⁷m⁸n⁹ + 144a⁴b⁶c⁸x⁶y⁸z¹⁰ - 432a²b³c⁴x⁹y¹²z¹⁵ + 504a²b³c⁴x⁶y⁸z¹⁰l⁷m⁸n⁹ - 168a⁴b⁶c⁸x³y⁴z⁵l⁷m⁸n⁹ + 504a²b³c⁴x⁶y⁸z¹⁰l⁷m⁸n⁹ - 588a²b³c⁴x³y⁴z⁵l¹⁴m¹⁶n¹⁸ + 56a⁶b⁹c¹²l⁷m⁸n⁹ - 168a⁴b⁶c⁸l⁷m⁸n⁹x³y⁴z⁵ + 196a⁴b⁶c⁸l¹⁴m¹⁶n¹⁸ - 168a⁴b⁶c⁸l⁷m⁸n⁹x³y⁴z⁵ + 504a²b³c⁴l⁷m⁸n⁹x⁶y⁸z¹⁰ - 588a²b³c⁴l¹⁴m¹⁶n¹⁸x³y⁴z⁵ + 196a⁴b⁶c⁸l¹⁴m¹⁶n¹⁸ - 588a²b³c⁴l¹⁴m¹⁶n¹⁸x³y⁴z⁵ + 686a²b³c⁴l²¹m²⁴n²⁷ - 48x³y⁴z⁵a⁶b⁹c¹² + 144x⁶y⁸z¹⁰a⁴b⁶c⁸ - 168x³y⁴z⁵a⁴b⁶c⁸l⁷m⁸n⁹ + 144x⁶y⁸z¹⁰a⁴b⁶c⁸ - 432x⁹y¹²z¹⁵a²b³c⁴ + 504x⁶y⁸z¹⁰a²b³c⁴l⁷m⁸n⁹ - 168x³y⁴z⁵a⁴b⁶c⁸l⁷m⁸n⁹ + 504x⁶y⁸z¹⁰a²b³c⁴l⁷m⁸n⁹ - 588x³y⁴z⁵a²b³c⁴l¹⁴m¹⁶n¹⁸ + 144x⁶y⁸z¹⁰a⁴b⁶c⁸ - 432x⁹y¹²z¹⁵a²b³c⁴ + 504x⁶y⁸z¹⁰a²b³c⁴l⁷m⁸n⁹ - 432x⁹y¹²z¹⁵a²b³c⁴ + 1296x¹²y¹⁶z²⁰ - 1512x⁹y¹²z¹⁵l⁷m⁸n⁹ + 504x⁶y⁸z¹⁰l⁷m⁸n⁹a²b³c⁴ - 1512x⁹y¹²z¹⁵l⁷m⁸n⁹ + 1764x⁶y⁸z¹⁰l¹⁴m¹⁶n¹⁸ - 168x³y⁴z⁵l⁷m⁸n⁹a⁴b⁶c⁸ + 504x⁶y⁸z¹⁰l⁷m⁸n⁹a²b³c⁴ - 588x³y⁴z⁵l¹⁴m¹⁶n¹⁸a²b³c⁴ + 504x⁶y⁸z¹⁰l⁷m⁸n⁹a²b³c⁴ - 1512x⁹y¹²z¹⁵l⁷m⁸n⁹ + 1764x⁶y⁸z¹⁰l¹⁴m¹⁶n¹⁸ - 588x³y⁴z⁵l¹⁴m¹⁶n¹⁸a²b³c⁴ + 1764x⁶y⁸z¹⁰l¹⁴m¹⁶n¹⁸ - 2058x³y⁴z⁵l²¹m²⁴n²⁷ + 56l⁷m⁸n⁹a⁶b⁹c¹² - 168l⁷m⁸n⁹a⁴b⁶c⁸x³y⁴z⁵ + 196l¹⁴m¹⁶n¹⁸a⁴b⁶c⁸ - 168l⁷m⁸n⁹a⁴b⁶c⁸x³y⁴z⁵ + 504l⁷m⁸n⁹a²b³c⁴x⁶y⁸z¹⁰ - 588l¹⁴m¹⁶n¹⁸a²b³c⁴x³y⁴z⁵ + 196l¹⁴m¹⁶n¹⁸a⁴b⁶c⁸ - 588l¹⁴m¹⁶n¹⁸a²b³c⁴x³y⁴z⁵ + 686l²¹m²⁴n²⁷a²b³c⁴ - 168l⁷m⁸n⁹x³y⁴z⁵a⁴b⁶c⁸ + 504l⁷m⁸n⁹x⁶y⁸z¹⁰a²b³c⁴ - 588l¹⁴m¹⁶n¹⁸x³y⁴z⁵a²b³c⁴ + 504l⁷m⁸n⁹x⁶y⁸z¹⁰a²b³c⁴ - 1512l⁷m⁸n⁹x⁹y¹²z¹⁵ + 1764l¹⁴m¹⁶n¹⁸x⁶y⁸z¹⁰ - 588l¹⁴m¹⁶n¹⁸x³y⁴z⁵a²b³c⁴ + 1764l¹⁴m¹⁶n¹⁸x⁶y⁸z¹⁰ - 2058l²¹m²⁴n²⁷x³y⁴z⁵ + 196l¹⁴m¹⁶n¹⁸a⁴b⁶c⁸ - 588l¹⁴m¹⁶n¹⁸a²b³c⁴x³y⁴z⁵ + 686l²¹m²⁴n²⁷a²b³c⁴ - 588l¹⁴m¹⁶n¹⁸x³y⁴z⁵a²b³c⁴ + 1764l¹⁴m¹⁶n¹⁸x⁶y⁸z¹⁰ - 2058l²¹m²⁴n²⁷x³y⁴z⁵ + 686l²¹m²⁴n²⁷a²b³c⁴ - 2058l²¹m²⁴n²⁷x³y⁴z⁵ + 2401l²⁸m³²n³⁶

Multiply (16a⁸b¹²c¹⁶ - 48a⁶b⁹c¹²x³y⁴z⁵ + 56a⁶b⁹c¹²l⁷m⁸n⁹ - 48a⁶b⁹c¹²x³y⁴z⁵ + 144a⁴b⁶c⁸x⁶y⁸z¹⁰ - 168a⁴b⁶c⁸x³y⁴z⁵l⁷m⁸n⁹ + 56a⁶b⁹c¹²l⁷m⁸n⁹ - 168a⁴b⁶c⁸l⁷m⁸n⁹x³y⁴z⁵ + 196a⁴b⁶c⁸l¹⁴m¹⁶n¹⁸ - 48a⁶b⁹c¹²x³y⁴z⁵ + 144a⁴b⁶c⁸x⁶y⁸z¹⁰ - 168a⁴b⁶c⁸x³y⁴z⁵l⁷m⁸n⁹ + 144a⁴b⁶c⁸x⁶y⁸z¹⁰ - 432a²b³c⁴x⁹y¹²z¹⁵ + 504a²b³c⁴x⁶y⁸z¹⁰l⁷m⁸n⁹ - 168a⁴b⁶c⁸x³y⁴z⁵l⁷m⁸n⁹ + 504a²b³c⁴x⁶y⁸z¹⁰l⁷m⁸n⁹ - 588a²b³c⁴x³y⁴z⁵l¹⁴m¹⁶n¹⁸ + 56a⁶b⁹c¹²l⁷m⁸n⁹ - 168a⁴b⁶c⁸l⁷m⁸n⁹x³y⁴z⁵ + 196a⁴b⁶c⁸l¹⁴m¹⁶n¹⁸ - 168a⁴b⁶c⁸l⁷m⁸n⁹x³y⁴z⁵ + 504a²b³c⁴l⁷m⁸n⁹x⁶y⁸z¹⁰ - 588a²b³c⁴l¹⁴m¹⁶n¹⁸x³y⁴z⁵ + 196a⁴b⁶c⁸l¹⁴m¹⁶n¹⁸ - 588a²b³c⁴l¹⁴m¹⁶n¹⁸x³y⁴z⁵ + 686a²b³c⁴l²¹m²⁴n²⁷ - 48x³y⁴z⁵a⁶b⁹c¹² + 144x⁶y⁸z¹⁰a⁴b⁶c⁸ - 168x³y⁴z⁵a⁴b⁶c⁸l⁷m⁸n⁹ + 144x⁶y⁸z¹⁰a⁴b⁶c⁸ - 432x⁹y¹²z¹⁵a²b³c⁴ + 504x⁶y⁸z¹⁰a²b³c⁴l⁷m⁸n⁹ - 168x³y⁴z⁵a⁴b⁶c⁸l⁷m⁸n⁹ + 504x⁶y⁸z¹⁰a²b³c⁴l⁷m⁸n⁹ - 588x³y⁴z⁵a²b³c⁴l¹⁴m¹⁶n¹⁸ + 144x⁶y⁸z¹⁰a⁴b⁶c⁸ - 432x⁹y¹²z¹⁵a²b³c⁴ + 504x⁶y⁸z¹⁰a²b³c⁴l⁷m⁸n⁹ - 432x⁹y¹²z¹⁵a²b³c⁴ + 1296x¹²y¹⁶z²⁰ - 1512x⁹y¹²z¹⁵l⁷m⁸n⁹ + 504x⁶y⁸z¹⁰l⁷m⁸n⁹a²b³c⁴ - 1512x⁹y¹²z¹⁵l⁷m⁸n⁹ + 1764x⁶y⁸z¹⁰l¹⁴m¹⁶n¹⁸ - 168x³y⁴z⁵l⁷m⁸n⁹a⁴b⁶c⁸ + 504x⁶y⁸z¹⁰l⁷m⁸n⁹a²b³c⁴ - 588x³y⁴z⁵l¹⁴m¹⁶n¹⁸a²b³c⁴ + 504x⁶y⁸z¹⁰l⁷m⁸n⁹a²b³c⁴ - 1512x⁹y¹²z¹⁵l⁷m⁸n⁹ + 1764x⁶y⁸z¹⁰l¹⁴m¹⁶n¹⁸ - 588x³y⁴z⁵l¹⁴m¹⁶n¹⁸a²b³c⁴ + 1764x⁶y⁸z¹⁰l¹⁴m¹⁶n¹⁸ - 2058x³y⁴z⁵l²¹m²⁴n²⁷ + 56l⁷m⁸n⁹a⁶b⁹c¹² - 168l⁷m⁸n⁹a⁴b⁶c⁸x³y⁴z⁵ + 196l¹⁴m¹⁶n¹⁸a⁴b⁶c⁸ - 168l⁷m⁸n⁹a⁴b⁶c⁸x³y⁴z⁵ + 504l⁷m⁸n⁹a²b³c⁴x⁶y⁸z¹⁰ - 588l¹⁴m¹⁶n¹⁸a²b³c⁴x³y⁴z⁵ + 196l¹⁴m¹⁶n¹⁸a⁴b⁶c⁸ - 588l¹⁴m¹⁶n¹⁸a²b³c⁴x³y⁴z⁵ + 686l²¹m²⁴n²⁷a²b³c⁴ - 168l⁷m⁸n⁹x³y⁴z⁵a⁴b⁶c⁸ + 504l⁷m⁸n⁹x⁶y⁸z¹⁰a²b³c⁴ - 588l¹⁴m¹⁶n¹⁸x³y⁴z⁵a²b³c⁴ + 504l⁷m⁸n⁹x⁶y⁸z¹⁰a²b³c⁴ - 1512l⁷m⁸n⁹x⁹y¹²z¹⁵ + 1764l¹⁴m¹⁶n¹⁸x⁶y⁸z¹⁰ - 588l¹⁴m¹⁶n¹⁸x³y⁴z⁵a²b³c⁴ + 1764l¹⁴m¹⁶n¹⁸x⁶y⁸z¹⁰ - 2058l²¹m²⁴n²⁷x³y⁴z⁵ + 196l¹⁴m¹⁶n¹⁸a⁴b⁶c⁸ - 588l¹⁴m¹⁶n¹⁸a²b³c⁴x³y⁴z⁵ + 686l²¹m²⁴n²⁷a²b³c⁴ - 588l¹⁴m¹⁶n¹⁸x³y⁴z⁵a²b³c⁴ + 1764l¹⁴m¹⁶n¹⁸x⁶y⁸z¹⁰ - 2058l²¹m²⁴n²⁷x³y⁴z⁵ + 686l²¹m²⁴n²⁷a²b³c⁴ - 2058l²¹m²⁴n²⁷x³y⁴z⁵ + 2401l²⁸m³²n³⁶) * (2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹)

1: Multiply 16a⁸b¹²c¹⁶ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

1.1: Multiply 16a⁸b¹²c¹⁶ * 2a²b³c⁴

Group constants and powers

(16 * 2)(a^{8 + 2}b^{12 + 3}c^{16 + 4})

32a¹⁰b¹⁵c²⁰

1.2: Multiply 16a⁸b¹²c¹⁶ * -6x³y⁴z⁵

Group constants and powers

(16 * -6)(a⁸b¹²c¹⁶x³y⁴z⁵)

-96a⁸b¹²c¹⁶x³y⁴z⁵

1.3: Multiply 16a⁸b¹²c¹⁶ * 7l⁷m⁸n⁹

Group constants and powers

(16 * 7)(a⁸b¹²c¹⁶l⁷m⁸n⁹)

112a⁸b¹²c¹⁶l⁷m⁸n⁹

2: Multiply -48a⁶b⁹c¹²x³y⁴z⁵ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

2.1: Multiply -48a⁶b⁹c¹²x³y⁴z⁵ * 2a²b³c⁴

Group constants and powers

(-48 * 2)(a^{6 + 2}b^{9 + 3}c^{12 + 4}x³y⁴z⁵)

-96a⁸b¹²c¹⁶x³y⁴z⁵

2.2: Multiply -48a⁶b⁹c¹²x³y⁴z⁵ * -6x³y⁴z⁵

Group constants and powers

(-48 * -6)(a⁶b⁹c¹²x^{3 + 3}y^{4 + 4}z^{5 + 5})

288a⁶b⁹c¹²x⁶y⁸z¹⁰

2.3: Multiply -48a⁶b⁹c¹²x³y⁴z⁵ * 7l⁷m⁸n⁹

Group constants and powers

(-48 * 7)(a⁶b⁹c¹²x³y⁴z⁵l⁷m⁸n⁹)

-336a⁶b⁹c¹²x³y⁴z⁵l⁷m⁸n⁹

3: Multiply 56a⁶b⁹c¹²l⁷m⁸n⁹ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

3.1: Multiply 56a⁶b⁹c¹²l⁷m⁸n⁹ * 2a²b³c⁴

Group constants and powers

(56 * 2)(a^{6 + 2}b^{9 + 3}c^{12 + 4}l⁷m⁸n⁹)

112a⁸b¹²c¹⁶l⁷m⁸n⁹

3.2: Multiply 56a⁶b⁹c¹²l⁷m⁸n⁹ * -6x³y⁴z⁵

Group constants and powers

(56 * -6)(a⁶b⁹c¹²l⁷m⁸n⁹x³y⁴z⁵)

-336a⁶b⁹c¹²l⁷m⁸n⁹x³y⁴z⁵

3.3: Multiply 56a⁶b⁹c¹²l⁷m⁸n⁹ * 7l⁷m⁸n⁹

Group constants and powers

(56 * 7)(a⁶b⁹c¹²l^{7 + 7}m^{8 + 8}n^{9 + 9})

392a⁶b⁹c¹²l¹⁴m¹⁶n¹⁸

4: Multiply -48a⁶b⁹c¹²x³y⁴z⁵ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

4.1: Multiply -48a⁶b⁹c¹²x³y⁴z⁵ * 2a²b³c⁴

Group constants and powers

(-48 * 2)(a^{6 + 2}b^{9 + 3}c^{12 + 4}x³y⁴z⁵)

-96a⁸b¹²c¹⁶x³y⁴z⁵

4.2: Multiply -48a⁶b⁹c¹²x³y⁴z⁵ * -6x³y⁴z⁵

Group constants and powers

(-48 * -6)(a⁶b⁹c¹²x^{3 + 3}y^{4 + 4}z^{5 + 5})

288a⁶b⁹c¹²x⁶y⁸z¹⁰

4.3: Multiply -48a⁶b⁹c¹²x³y⁴z⁵ * 7l⁷m⁸n⁹

Group constants and powers

(-48 * 7)(a⁶b⁹c¹²x³y⁴z⁵l⁷m⁸n⁹)

-336a⁶b⁹c¹²x³y⁴z⁵l⁷m⁸n⁹

5: Multiply 144a⁴b⁶c⁸x⁶y⁸z¹⁰ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

5.1: Multiply 144a⁴b⁶c⁸x⁶y⁸z¹⁰ * 2a²b³c⁴

Group constants and powers

(144 * 2)(a^{4 + 2}b^{6 + 3}c^{8 + 4}x⁶y⁸z¹⁰)

288a⁶b⁹c¹²x⁶y⁸z¹⁰

5.2: Multiply 144a⁴b⁶c⁸x⁶y⁸z¹⁰ * -6x³y⁴z⁵

Group constants and powers

(144 * -6)(a⁴b⁶c⁸x^{6 + 3}y^{8 + 4}z^{10 + 5})

-864a⁴b⁶c⁸x⁹y¹²z¹⁵

5.3: Multiply 144a⁴b⁶c⁸x⁶y⁸z¹⁰ * 7l⁷m⁸n⁹

Group constants and powers

(144 * 7)(a⁴b⁶c⁸x⁶y⁸z¹⁰l⁷m⁸n⁹)

1008a⁴b⁶c⁸x⁶y⁸z¹⁰l⁷m⁸n⁹

6: Multiply -168a⁴b⁶c⁸x³y⁴z⁵l⁷m⁸n⁹ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

6.1: Multiply -168a⁴b⁶c⁸x³y⁴z⁵l⁷m⁸n⁹ * 2a²b³c⁴

Group constants and powers

(-168 * 2)(a^{4 + 2}b^{6 + 3}c^{8 + 4}x³y⁴z⁵l⁷m⁸n⁹)

-336a⁶b⁹c¹²x³y⁴z⁵l⁷m⁸n⁹

6.2: Multiply -168a⁴b⁶c⁸x³y⁴z⁵l⁷m⁸n⁹ * -6x³y⁴z⁵

Group constants and powers

(-168 * -6)(a⁴b⁶c⁸x^{3 + 3}y^{4 + 4}z^{5 + 5}l⁷m⁸n⁹)

1008a⁴b⁶c⁸x⁶y⁸z¹⁰l⁷m⁸n⁹

6.3: Multiply -168a⁴b⁶c⁸x³y⁴z⁵l⁷m⁸n⁹ * 7l⁷m⁸n⁹

Group constants and powers

(-168 * 7)(a⁴b⁶c⁸x³y⁴z⁵l^{7 + 7}m^{8 + 8}n^{9 + 9})

-1176a⁴b⁶c⁸x³y⁴z⁵l¹⁴m¹⁶n¹⁸

7: Multiply 56a⁶b⁹c¹²l⁷m⁸n⁹ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

7.1: Multiply 56a⁶b⁹c¹²l⁷m⁸n⁹ * 2a²b³c⁴

Group constants and powers

(56 * 2)(a^{6 + 2}b^{9 + 3}c^{12 + 4}l⁷m⁸n⁹)

112a⁸b¹²c¹⁶l⁷m⁸n⁹

7.2: Multiply 56a⁶b⁹c¹²l⁷m⁸n⁹ * -6x³y⁴z⁵

Group constants and powers

(56 * -6)(a⁶b⁹c¹²l⁷m⁸n⁹x³y⁴z⁵)

-336a⁶b⁹c¹²l⁷m⁸n⁹x³y⁴z⁵

7.3: Multiply 56a⁶b⁹c¹²l⁷m⁸n⁹ * 7l⁷m⁸n⁹

Group constants and powers

(56 * 7)(a⁶b⁹c¹²l^{7 + 7}m^{8 + 8}n^{9 + 9})

392a⁶b⁹c¹²l¹⁴m¹⁶n¹⁸

8: Multiply -168a⁴b⁶c⁸l⁷m⁸n⁹x³y⁴z⁵ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

8.1: Multiply -168a⁴b⁶c⁸l⁷m⁸n⁹x³y⁴z⁵ * 2a²b³c⁴

Group constants and powers

(-168 * 2)(a^{4 + 2}b^{6 + 3}c^{8 + 4}l⁷m⁸n⁹x³y⁴z⁵)

-336a⁶b⁹c¹²l⁷m⁸n⁹x³y⁴z⁵

8.2: Multiply -168a⁴b⁶c⁸l⁷m⁸n⁹x³y⁴z⁵ * -6x³y⁴z⁵

Group constants and powers

(-168 * -6)(a⁴b⁶c⁸l⁷m⁸n⁹x^{3 + 3}y^{4 + 4}z^{5 + 5})

1008a⁴b⁶c⁸l⁷m⁸n⁹x⁶y⁸z¹⁰

8.3: Multiply -168a⁴b⁶c⁸l⁷m⁸n⁹x³y⁴z⁵ * 7l⁷m⁸n⁹

Group constants and powers

(-168 * 7)(a⁴b⁶c⁸l^{7 + 7}m^{8 + 8}n^{9 + 9}x³y⁴z⁵)

-1176a⁴b⁶c⁸l¹⁴m¹⁶n¹⁸x³y⁴z⁵

9: Multiply 196a⁴b⁶c⁸l¹⁴m¹⁶n¹⁸ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

9.1: Multiply 196a⁴b⁶c⁸l¹⁴m¹⁶n¹⁸ * 2a²b³c⁴

Group constants and powers

(196 * 2)(a^{4 + 2}b^{6 + 3}c^{8 + 4}l¹⁴m¹⁶n¹⁸)

392a⁶b⁹c¹²l¹⁴m¹⁶n¹⁸

9.2: Multiply 196a⁴b⁶c⁸l¹⁴m¹⁶n¹⁸ * -6x³y⁴z⁵

Group constants and powers

(196 * -6)(a⁴b⁶c⁸l¹⁴m¹⁶n¹⁸x³y⁴z⁵)

-1176a⁴b⁶c⁸l¹⁴m¹⁶n¹⁸x³y⁴z⁵

9.3: Multiply 196a⁴b⁶c⁸l¹⁴m¹⁶n¹⁸ * 7l⁷m⁸n⁹

Group constants and powers

(196 * 7)(a⁴b⁶c⁸l^{14 + 7}m^{16 + 8}n^{18 + 9})

1372a⁴b⁶c⁸l²¹m²⁴n²⁷

10: Multiply -48a⁶b⁹c¹²x³y⁴z⁵ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

10.1: Multiply -48a⁶b⁹c¹²x³y⁴z⁵ * 2a²b³c⁴

Group constants and powers

(-48 * 2)(a^{6 + 2}b^{9 + 3}c^{12 + 4}x³y⁴z⁵)

-96a⁸b¹²c¹⁶x³y⁴z⁵

10.2: Multiply -48a⁶b⁹c¹²x³y⁴z⁵ * -6x³y⁴z⁵

Group constants and powers

(-48 * -6)(a⁶b⁹c¹²x^{3 + 3}y^{4 + 4}z^{5 + 5})

288a⁶b⁹c¹²x⁶y⁸z¹⁰

10.3: Multiply -48a⁶b⁹c¹²x³y⁴z⁵ * 7l⁷m⁸n⁹

Group constants and powers

(-48 * 7)(a⁶b⁹c¹²x³y⁴z⁵l⁷m⁸n⁹)

-336a⁶b⁹c¹²x³y⁴z⁵l⁷m⁸n⁹

11: Multiply 144a⁴b⁶c⁸x⁶y⁸z¹⁰ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

11.1: Multiply 144a⁴b⁶c⁸x⁶y⁸z¹⁰ * 2a²b³c⁴

Group constants and powers

(144 * 2)(a^{4 + 2}b^{6 + 3}c^{8 + 4}x⁶y⁸z¹⁰)

288a⁶b⁹c¹²x⁶y⁸z¹⁰

11.2: Multiply 144a⁴b⁶c⁸x⁶y⁸z¹⁰ * -6x³y⁴z⁵

Group constants and powers

(144 * -6)(a⁴b⁶c⁸x^{6 + 3}y^{8 + 4}z^{10 + 5})

-864a⁴b⁶c⁸x⁹y¹²z¹⁵

11.3: Multiply 144a⁴b⁶c⁸x⁶y⁸z¹⁰ * 7l⁷m⁸n⁹

Group constants and powers

(144 * 7)(a⁴b⁶c⁸x⁶y⁸z¹⁰l⁷m⁸n⁹)

1008a⁴b⁶c⁸x⁶y⁸z¹⁰l⁷m⁸n⁹

12: Multiply -168a⁴b⁶c⁸x³y⁴z⁵l⁷m⁸n⁹ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

12.1: Multiply -168a⁴b⁶c⁸x³y⁴z⁵l⁷m⁸n⁹ * 2a²b³c⁴

Group constants and powers

(-168 * 2)(a^{4 + 2}b^{6 + 3}c^{8 + 4}x³y⁴z⁵l⁷m⁸n⁹)

-336a⁶b⁹c¹²x³y⁴z⁵l⁷m⁸n⁹

12.2: Multiply -168a⁴b⁶c⁸x³y⁴z⁵l⁷m⁸n⁹ * -6x³y⁴z⁵

Group constants and powers

(-168 * -6)(a⁴b⁶c⁸x^{3 + 3}y^{4 + 4}z^{5 + 5}l⁷m⁸n⁹)

1008a⁴b⁶c⁸x⁶y⁸z¹⁰l⁷m⁸n⁹

12.3: Multiply -168a⁴b⁶c⁸x³y⁴z⁵l⁷m⁸n⁹ * 7l⁷m⁸n⁹

Group constants and powers

(-168 * 7)(a⁴b⁶c⁸x³y⁴z⁵l^{7 + 7}m^{8 + 8}n^{9 + 9})

-1176a⁴b⁶c⁸x³y⁴z⁵l¹⁴m¹⁶n¹⁸

13: Multiply 144a⁴b⁶c⁸x⁶y⁸z¹⁰ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

13.1: Multiply 144a⁴b⁶c⁸x⁶y⁸z¹⁰ * 2a²b³c⁴

Group constants and powers

(144 * 2)(a^{4 + 2}b^{6 + 3}c^{8 + 4}x⁶y⁸z¹⁰)

288a⁶b⁹c¹²x⁶y⁸z¹⁰

13.2: Multiply 144a⁴b⁶c⁸x⁶y⁸z¹⁰ * -6x³y⁴z⁵

Group constants and powers

(144 * -6)(a⁴b⁶c⁸x^{6 + 3}y^{8 + 4}z^{10 + 5})

-864a⁴b⁶c⁸x⁹y¹²z¹⁵

13.3: Multiply 144a⁴b⁶c⁸x⁶y⁸z¹⁰ * 7l⁷m⁸n⁹

Group constants and powers

(144 * 7)(a⁴b⁶c⁸x⁶y⁸z¹⁰l⁷m⁸n⁹)

1008a⁴b⁶c⁸x⁶y⁸z¹⁰l⁷m⁸n⁹

14: Multiply -432a²b³c⁴x⁹y¹²z¹⁵ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

14.1: Multiply -432a²b³c⁴x⁹y¹²z¹⁵ * 2a²b³c⁴

Group constants and powers

(-432 * 2)(a^{2 + 2}b^{3 + 3}c^{4 + 4}x⁹y¹²z¹⁵)

-864a⁴b⁶c⁸x⁹y¹²z¹⁵

14.2: Multiply -432a²b³c⁴x⁹y¹²z¹⁵ * -6x³y⁴z⁵

Group constants and powers

(-432 * -6)(a²b³c⁴x^{9 + 3}y^{12 + 4}z^{15 + 5})

2592a²b³c⁴x¹²y¹⁶z²⁰

14.3: Multiply -432a²b³c⁴x⁹y¹²z¹⁵ * 7l⁷m⁸n⁹

Group constants and powers

(-432 * 7)(a²b³c⁴x⁹y¹²z¹⁵l⁷m⁸n⁹)

-3024a²b³c⁴x⁹y¹²z¹⁵l⁷m⁸n⁹

15: Multiply 504a²b³c⁴x⁶y⁸z¹⁰l⁷m⁸n⁹ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

15.1: Multiply 504a²b³c⁴x⁶y⁸z¹⁰l⁷m⁸n⁹ * 2a²b³c⁴

Group constants and powers

(504 * 2)(a^{2 + 2}b^{3 + 3}c^{4 + 4}x⁶y⁸z¹⁰l⁷m⁸n⁹)

1008a⁴b⁶c⁸x⁶y⁸z¹⁰l⁷m⁸n⁹

15.2: Multiply 504a²b³c⁴x⁶y⁸z¹⁰l⁷m⁸n⁹ * -6x³y⁴z⁵

Group constants and powers

(504 * -6)(a²b³c⁴x^{6 + 3}y^{8 + 4}z^{10 + 5}l⁷m⁸n⁹)

-3024a²b³c⁴x⁹y¹²z¹⁵l⁷m⁸n⁹

15.3: Multiply 504a²b³c⁴x⁶y⁸z¹⁰l⁷m⁸n⁹ * 7l⁷m⁸n⁹

Group constants and powers

(504 * 7)(a²b³c⁴x⁶y⁸z¹⁰l^{7 + 7}m^{8 + 8}n^{9 + 9})

3528a²b³c⁴x⁶y⁸z¹⁰l¹⁴m¹⁶n¹⁸

16: Multiply -168a⁴b⁶c⁸x³y⁴z⁵l⁷m⁸n⁹ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

16.1: Multiply -168a⁴b⁶c⁸x³y⁴z⁵l⁷m⁸n⁹ * 2a²b³c⁴

Group constants and powers

(-168 * 2)(a^{4 + 2}b^{6 + 3}c^{8 + 4}x³y⁴z⁵l⁷m⁸n⁹)

-336a⁶b⁹c¹²x³y⁴z⁵l⁷m⁸n⁹

16.2: Multiply -168a⁴b⁶c⁸x³y⁴z⁵l⁷m⁸n⁹ * -6x³y⁴z⁵

Group constants and powers

(-168 * -6)(a⁴b⁶c⁸x^{3 + 3}y^{4 + 4}z^{5 + 5}l⁷m⁸n⁹)

1008a⁴b⁶c⁸x⁶y⁸z¹⁰l⁷m⁸n⁹

16.3: Multiply -168a⁴b⁶c⁸x³y⁴z⁵l⁷m⁸n⁹ * 7l⁷m⁸n⁹

Group constants and powers

(-168 * 7)(a⁴b⁶c⁸x³y⁴z⁵l^{7 + 7}m^{8 + 8}n^{9 + 9})

-1176a⁴b⁶c⁸x³y⁴z⁵l¹⁴m¹⁶n¹⁸

17: Multiply 504a²b³c⁴x⁶y⁸z¹⁰l⁷m⁸n⁹ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

17.1: Multiply 504a²b³c⁴x⁶y⁸z¹⁰l⁷m⁸n⁹ * 2a²b³c⁴

Group constants and powers

(504 * 2)(a^{2 + 2}b^{3 + 3}c^{4 + 4}x⁶y⁸z¹⁰l⁷m⁸n⁹)

1008a⁴b⁶c⁸x⁶y⁸z¹⁰l⁷m⁸n⁹

17.2: Multiply 504a²b³c⁴x⁶y⁸z¹⁰l⁷m⁸n⁹ * -6x³y⁴z⁵

Group constants and powers

(504 * -6)(a²b³c⁴x^{6 + 3}y^{8 + 4}z^{10 + 5}l⁷m⁸n⁹)

-3024a²b³c⁴x⁹y¹²z¹⁵l⁷m⁸n⁹

17.3: Multiply 504a²b³c⁴x⁶y⁸z¹⁰l⁷m⁸n⁹ * 7l⁷m⁸n⁹

Group constants and powers

(504 * 7)(a²b³c⁴x⁶y⁸z¹⁰l^{7 + 7}m^{8 + 8}n^{9 + 9})

3528a²b³c⁴x⁶y⁸z¹⁰l¹⁴m¹⁶n¹⁸

18: Multiply -588a²b³c⁴x³y⁴z⁵l¹⁴m¹⁶n¹⁸ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

18.1: Multiply -588a²b³c⁴x³y⁴z⁵l¹⁴m¹⁶n¹⁸ * 2a²b³c⁴

Group constants and powers

(-588 * 2)(a^{2 + 2}b^{3 + 3}c^{4 + 4}x³y⁴z⁵l¹⁴m¹⁶n¹⁸)

-1176a⁴b⁶c⁸x³y⁴z⁵l¹⁴m¹⁶n¹⁸

18.2: Multiply -588a²b³c⁴x³y⁴z⁵l¹⁴m¹⁶n¹⁸ * -6x³y⁴z⁵

Group constants and powers

(-588 * -6)(a²b³c⁴x^{3 + 3}y^{4 + 4}z^{5 + 5}l¹⁴m¹⁶n¹⁸)

3528a²b³c⁴x⁶y⁸z¹⁰l¹⁴m¹⁶n¹⁸

18.3: Multiply -588a²b³c⁴x³y⁴z⁵l¹⁴m¹⁶n¹⁸ * 7l⁷m⁸n⁹

Group constants and powers

(-588 * 7)(a²b³c⁴x³y⁴z⁵l^{14 + 7}m^{16 + 8}n^{18 + 9})

-4116a²b³c⁴x³y⁴z⁵l²¹m²⁴n²⁷

19: Multiply 56a⁶b⁹c¹²l⁷m⁸n⁹ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

19.1: Multiply 56a⁶b⁹c¹²l⁷m⁸n⁹ * 2a²b³c⁴

Group constants and powers

(56 * 2)(a^{6 + 2}b^{9 + 3}c^{12 + 4}l⁷m⁸n⁹)

112a⁸b¹²c¹⁶l⁷m⁸n⁹

19.2: Multiply 56a⁶b⁹c¹²l⁷m⁸n⁹ * -6x³y⁴z⁵

Group constants and powers

(56 * -6)(a⁶b⁹c¹²l⁷m⁸n⁹x³y⁴z⁵)

-336a⁶b⁹c¹²l⁷m⁸n⁹x³y⁴z⁵

19.3: Multiply 56a⁶b⁹c¹²l⁷m⁸n⁹ * 7l⁷m⁸n⁹

Group constants and powers

(56 * 7)(a⁶b⁹c¹²l^{7 + 7}m^{8 + 8}n^{9 + 9})

392a⁶b⁹c¹²l¹⁴m¹⁶n¹⁸

20: Multiply -168a⁴b⁶c⁸l⁷m⁸n⁹x³y⁴z⁵ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

20.1: Multiply -168a⁴b⁶c⁸l⁷m⁸n⁹x³y⁴z⁵ * 2a²b³c⁴

Group constants and powers

(-168 * 2)(a^{4 + 2}b^{6 + 3}c^{8 + 4}l⁷m⁸n⁹x³y⁴z⁵)

-336a⁶b⁹c¹²l⁷m⁸n⁹x³y⁴z⁵

20.2: Multiply -168a⁴b⁶c⁸l⁷m⁸n⁹x³y⁴z⁵ * -6x³y⁴z⁵

Group constants and powers

(-168 * -6)(a⁴b⁶c⁸l⁷m⁸n⁹x^{3 + 3}y^{4 + 4}z^{5 + 5})

1008a⁴b⁶c⁸l⁷m⁸n⁹x⁶y⁸z¹⁰

20.3: Multiply -168a⁴b⁶c⁸l⁷m⁸n⁹x³y⁴z⁵ * 7l⁷m⁸n⁹

Group constants and powers

(-168 * 7)(a⁴b⁶c⁸l^{7 + 7}m^{8 + 8}n^{9 + 9}x³y⁴z⁵)

-1176a⁴b⁶c⁸l¹⁴m¹⁶n¹⁸x³y⁴z⁵

21: Multiply 196a⁴b⁶c⁸l¹⁴m¹⁶n¹⁸ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

21.1: Multiply 196a⁴b⁶c⁸l¹⁴m¹⁶n¹⁸ * 2a²b³c⁴

Group constants and powers

(196 * 2)(a^{4 + 2}b^{6 + 3}c^{8 + 4}l¹⁴m¹⁶n¹⁸)

392a⁶b⁹c¹²l¹⁴m¹⁶n¹⁸

21.2: Multiply 196a⁴b⁶c⁸l¹⁴m¹⁶n¹⁸ * -6x³y⁴z⁵

Group constants and powers

(196 * -6)(a⁴b⁶c⁸l¹⁴m¹⁶n¹⁸x³y⁴z⁵)

-1176a⁴b⁶c⁸l¹⁴m¹⁶n¹⁸x³y⁴z⁵

21.3: Multiply 196a⁴b⁶c⁸l¹⁴m¹⁶n¹⁸ * 7l⁷m⁸n⁹

Group constants and powers

(196 * 7)(a⁴b⁶c⁸l^{14 + 7}m^{16 + 8}n^{18 + 9})

1372a⁴b⁶c⁸l²¹m²⁴n²⁷

22: Multiply -168a⁴b⁶c⁸l⁷m⁸n⁹x³y⁴z⁵ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

22.1: Multiply -168a⁴b⁶c⁸l⁷m⁸n⁹x³y⁴z⁵ * 2a²b³c⁴

Group constants and powers

(-168 * 2)(a^{4 + 2}b^{6 + 3}c^{8 + 4}l⁷m⁸n⁹x³y⁴z⁵)

-336a⁶b⁹c¹²l⁷m⁸n⁹x³y⁴z⁵

22.2: Multiply -168a⁴b⁶c⁸l⁷m⁸n⁹x³y⁴z⁵ * -6x³y⁴z⁵

Group constants and powers

(-168 * -6)(a⁴b⁶c⁸l⁷m⁸n⁹x^{3 + 3}y^{4 + 4}z^{5 + 5})

1008a⁴b⁶c⁸l⁷m⁸n⁹x⁶y⁸z¹⁰

22.3: Multiply -168a⁴b⁶c⁸l⁷m⁸n⁹x³y⁴z⁵ * 7l⁷m⁸n⁹

Group constants and powers

(-168 * 7)(a⁴b⁶c⁸l^{7 + 7}m^{8 + 8}n^{9 + 9}x³y⁴z⁵)

-1176a⁴b⁶c⁸l¹⁴m¹⁶n¹⁸x³y⁴z⁵

23: Multiply 504a²b³c⁴l⁷m⁸n⁹x⁶y⁸z¹⁰ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

23.1: Multiply 504a²b³c⁴l⁷m⁸n⁹x⁶y⁸z¹⁰ * 2a²b³c⁴

Group constants and powers

(504 * 2)(a^{2 + 2}b^{3 + 3}c^{4 + 4}l⁷m⁸n⁹x⁶y⁸z¹⁰)

1008a⁴b⁶c⁸l⁷m⁸n⁹x⁶y⁸z¹⁰

23.2: Multiply 504a²b³c⁴l⁷m⁸n⁹x⁶y⁸z¹⁰ * -6x³y⁴z⁵

Group constants and powers

(504 * -6)(a²b³c⁴l⁷m⁸n⁹x^{6 + 3}y^{8 + 4}z^{10 + 5})

-3024a²b³c⁴l⁷m⁸n⁹x⁹y¹²z¹⁵

23.3: Multiply 504a²b³c⁴l⁷m⁸n⁹x⁶y⁸z¹⁰ * 7l⁷m⁸n⁹

Group constants and powers

(504 * 7)(a²b³c⁴l^{7 + 7}m^{8 + 8}n^{9 + 9}x⁶y⁸z¹⁰)

3528a²b³c⁴l¹⁴m¹⁶n¹⁸x⁶y⁸z¹⁰

24: Multiply -588a²b³c⁴l¹⁴m¹⁶n¹⁸x³y⁴z⁵ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

24.1: Multiply -588a²b³c⁴l¹⁴m¹⁶n¹⁸x³y⁴z⁵ * 2a²b³c⁴

Group constants and powers

(-588 * 2)(a^{2 + 2}b^{3 + 3}c^{4 + 4}l¹⁴m¹⁶n¹⁸x³y⁴z⁵)

-1176a⁴b⁶c⁸l¹⁴m¹⁶n¹⁸x³y⁴z⁵

24.2: Multiply -588a²b³c⁴l¹⁴m¹⁶n¹⁸x³y⁴z⁵ * -6x³y⁴z⁵

Group constants and powers

(-588 * -6)(a²b³c⁴l¹⁴m¹⁶n¹⁸x^{3 + 3}y^{4 + 4}z^{5 + 5})

3528a²b³c⁴l¹⁴m¹⁶n¹⁸x⁶y⁸z¹⁰

24.3: Multiply -588a²b³c⁴l¹⁴m¹⁶n¹⁸x³y⁴z⁵ * 7l⁷m⁸n⁹

Group constants and powers

(-588 * 7)(a²b³c⁴l^{14 + 7}m^{16 + 8}n^{18 + 9}x³y⁴z⁵)

-4116a²b³c⁴l²¹m²⁴n²⁷x³y⁴z⁵

25: Multiply 196a⁴b⁶c⁸l¹⁴m¹⁶n¹⁸ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

25.1: Multiply 196a⁴b⁶c⁸l¹⁴m¹⁶n¹⁸ * 2a²b³c⁴

Group constants and powers

(196 * 2)(a^{4 + 2}b^{6 + 3}c^{8 + 4}l¹⁴m¹⁶n¹⁸)

392a⁶b⁹c¹²l¹⁴m¹⁶n¹⁸

25.2: Multiply 196a⁴b⁶c⁸l¹⁴m¹⁶n¹⁸ * -6x³y⁴z⁵

Group constants and powers

(196 * -6)(a⁴b⁶c⁸l¹⁴m¹⁶n¹⁸x³y⁴z⁵)

-1176a⁴b⁶c⁸l¹⁴m¹⁶n¹⁸x³y⁴z⁵

25.3: Multiply 196a⁴b⁶c⁸l¹⁴m¹⁶n¹⁸ * 7l⁷m⁸n⁹

Group constants and powers

(196 * 7)(a⁴b⁶c⁸l^{14 + 7}m^{16 + 8}n^{18 + 9})

1372a⁴b⁶c⁸l²¹m²⁴n²⁷

26: Multiply -588a²b³c⁴l¹⁴m¹⁶n¹⁸x³y⁴z⁵ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

26.1: Multiply -588a²b³c⁴l¹⁴m¹⁶n¹⁸x³y⁴z⁵ * 2a²b³c⁴

Group constants and powers

(-588 * 2)(a^{2 + 2}b^{3 + 3}c^{4 + 4}l¹⁴m¹⁶n¹⁸x³y⁴z⁵)

-1176a⁴b⁶c⁸l¹⁴m¹⁶n¹⁸x³y⁴z⁵

26.2: Multiply -588a²b³c⁴l¹⁴m¹⁶n¹⁸x³y⁴z⁵ * -6x³y⁴z⁵

Group constants and powers

(-588 * -6)(a²b³c⁴l¹⁴m¹⁶n¹⁸x^{3 + 3}y^{4 + 4}z^{5 + 5})

3528a²b³c⁴l¹⁴m¹⁶n¹⁸x⁶y⁸z¹⁰

26.3: Multiply -588a²b³c⁴l¹⁴m¹⁶n¹⁸x³y⁴z⁵ * 7l⁷m⁸n⁹

Group constants and powers

(-588 * 7)(a²b³c⁴l^{14 + 7}m^{16 + 8}n^{18 + 9}x³y⁴z⁵)

-4116a²b³c⁴l²¹m²⁴n²⁷x³y⁴z⁵

27: Multiply 686a²b³c⁴l²¹m²⁴n²⁷ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

27.1: Multiply 686a²b³c⁴l²¹m²⁴n²⁷ * 2a²b³c⁴

Group constants and powers

(686 * 2)(a^{2 + 2}b^{3 + 3}c^{4 + 4}l²¹m²⁴n²⁷)

1372a⁴b⁶c⁸l²¹m²⁴n²⁷

27.2: Multiply 686a²b³c⁴l²¹m²⁴n²⁷ * -6x³y⁴z⁵

Group constants and powers

(686 * -6)(a²b³c⁴l²¹m²⁴n²⁷x³y⁴z⁵)

-4116a²b³c⁴l²¹m²⁴n²⁷x³y⁴z⁵

27.3: Multiply 686a²b³c⁴l²¹m²⁴n²⁷ * 7l⁷m⁸n⁹

Group constants and powers

(686 * 7)(a²b³c⁴l^{21 + 7}m^{24 + 8}n^{27 + 9})

4802a²b³c⁴l²⁸m³²n³⁶

28: Multiply -48x³y⁴z⁵a⁶b⁹c¹² by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

28.1: Multiply -48x³y⁴z⁵a⁶b⁹c¹² * 2a²b³c⁴

Group constants and powers

(-48 * 2)(x³y⁴z⁵a^{6 + 2}b^{9 + 3}c^{12 + 4})

-96x³y⁴z⁵a⁸b¹²c¹⁶

28.2: Multiply -48x³y⁴z⁵a⁶b⁹c¹² * -6x³y⁴z⁵

Group constants and powers

(-48 * -6)(x^{3 + 3}y^{4 + 4}z^{5 + 5}a⁶b⁹c¹²)

288x⁶y⁸z¹⁰a⁶b⁹c¹²

28.3: Multiply -48x³y⁴z⁵a⁶b⁹c¹² * 7l⁷m⁸n⁹

Group constants and powers

(-48 * 7)(x³y⁴z⁵a⁶b⁹c¹²l⁷m⁸n⁹)

-336x³y⁴z⁵a⁶b⁹c¹²l⁷m⁸n⁹

29: Multiply 144x⁶y⁸z¹⁰a⁴b⁶c⁸ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

29.1: Multiply 144x⁶y⁸z¹⁰a⁴b⁶c⁸ * 2a²b³c⁴

Group constants and powers

(144 * 2)(x⁶y⁸z¹⁰a^{4 + 2}b^{6 + 3}c^{8 + 4})

288x⁶y⁸z¹⁰a⁶b⁹c¹²

29.2: Multiply 144x⁶y⁸z¹⁰a⁴b⁶c⁸ * -6x³y⁴z⁵

Group constants and powers

(144 * -6)(x^{6 + 3}y^{8 + 4}z^{10 + 5}a⁴b⁶c⁸)

-864x⁹y¹²z¹⁵a⁴b⁶c⁸

29.3: Multiply 144x⁶y⁸z¹⁰a⁴b⁶c⁸ * 7l⁷m⁸n⁹

Group constants and powers

(144 * 7)(x⁶y⁸z¹⁰a⁴b⁶c⁸l⁷m⁸n⁹)

1008x⁶y⁸z¹⁰a⁴b⁶c⁸l⁷m⁸n⁹

30: Multiply -168x³y⁴z⁵a⁴b⁶c⁸l⁷m⁸n⁹ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

30.1: Multiply -168x³y⁴z⁵a⁴b⁶c⁸l⁷m⁸n⁹ * 2a²b³c⁴

Group constants and powers

(-168 * 2)(x³y⁴z⁵a^{4 + 2}b^{6 + 3}c^{8 + 4}l⁷m⁸n⁹)

-336x³y⁴z⁵a⁶b⁹c¹²l⁷m⁸n⁹

30.2: Multiply -168x³y⁴z⁵a⁴b⁶c⁸l⁷m⁸n⁹ * -6x³y⁴z⁵

Group constants and powers

(-168 * -6)(x^{3 + 3}y^{4 + 4}z^{5 + 5}a⁴b⁶c⁸l⁷m⁸n⁹)

1008x⁶y⁸z¹⁰a⁴b⁶c⁸l⁷m⁸n⁹

30.3: Multiply -168x³y⁴z⁵a⁴b⁶c⁸l⁷m⁸n⁹ * 7l⁷m⁸n⁹

Group constants and powers

(-168 * 7)(x³y⁴z⁵a⁴b⁶c⁸l^{7 + 7}m^{8 + 8}n^{9 + 9})

-1176x³y⁴z⁵a⁴b⁶c⁸l¹⁴m¹⁶n¹⁸

31: Multiply 144x⁶y⁸z¹⁰a⁴b⁶c⁸ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

31.1: Multiply 144x⁶y⁸z¹⁰a⁴b⁶c⁸ * 2a²b³c⁴

Group constants and powers

(144 * 2)(x⁶y⁸z¹⁰a^{4 + 2}b^{6 + 3}c^{8 + 4})

288x⁶y⁸z¹⁰a⁶b⁹c¹²

31.2: Multiply 144x⁶y⁸z¹⁰a⁴b⁶c⁸ * -6x³y⁴z⁵

Group constants and powers

(144 * -6)(x^{6 + 3}y^{8 + 4}z^{10 + 5}a⁴b⁶c⁸)

-864x⁹y¹²z¹⁵a⁴b⁶c⁸

31.3: Multiply 144x⁶y⁸z¹⁰a⁴b⁶c⁸ * 7l⁷m⁸n⁹

Group constants and powers

(144 * 7)(x⁶y⁸z¹⁰a⁴b⁶c⁸l⁷m⁸n⁹)

1008x⁶y⁸z¹⁰a⁴b⁶c⁸l⁷m⁸n⁹

32: Multiply -432x⁹y¹²z¹⁵a²b³c⁴ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

32.1: Multiply -432x⁹y¹²z¹⁵a²b³c⁴ * 2a²b³c⁴

Group constants and powers

(-432 * 2)(x⁹y¹²z¹⁵a^{2 + 2}b^{3 + 3}c^{4 + 4})

-864x⁹y¹²z¹⁵a⁴b⁶c⁸

32.2: Multiply -432x⁹y¹²z¹⁵a²b³c⁴ * -6x³y⁴z⁵

Group constants and powers

(-432 * -6)(x^{9 + 3}y^{12 + 4}z^{15 + 5}a²b³c⁴)

2592x¹²y¹⁶z²⁰a²b³c⁴

32.3: Multiply -432x⁹y¹²z¹⁵a²b³c⁴ * 7l⁷m⁸n⁹

Group constants and powers

(-432 * 7)(x⁹y¹²z¹⁵a²b³c⁴l⁷m⁸n⁹)

-3024x⁹y¹²z¹⁵a²b³c⁴l⁷m⁸n⁹

33: Multiply 504x⁶y⁸z¹⁰a²b³c⁴l⁷m⁸n⁹ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

33.1: Multiply 504x⁶y⁸z¹⁰a²b³c⁴l⁷m⁸n⁹ * 2a²b³c⁴

Group constants and powers

(504 * 2)(x⁶y⁸z¹⁰a^{2 + 2}b^{3 + 3}c^{4 + 4}l⁷m⁸n⁹)

1008x⁶y⁸z¹⁰a⁴b⁶c⁸l⁷m⁸n⁹

33.2: Multiply 504x⁶y⁸z¹⁰a²b³c⁴l⁷m⁸n⁹ * -6x³y⁴z⁵

Group constants and powers

(504 * -6)(x^{6 + 3}y^{8 + 4}z^{10 + 5}a²b³c⁴l⁷m⁸n⁹)

-3024x⁹y¹²z¹⁵a²b³c⁴l⁷m⁸n⁹

33.3: Multiply 504x⁶y⁸z¹⁰a²b³c⁴l⁷m⁸n⁹ * 7l⁷m⁸n⁹

Group constants and powers

(504 * 7)(x⁶y⁸z¹⁰a²b³c⁴l^{7 + 7}m^{8 + 8}n^{9 + 9})

3528x⁶y⁸z¹⁰a²b³c⁴l¹⁴m¹⁶n¹⁸

34: Multiply -168x³y⁴z⁵a⁴b⁶c⁸l⁷m⁸n⁹ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

34.1: Multiply -168x³y⁴z⁵a⁴b⁶c⁸l⁷m⁸n⁹ * 2a²b³c⁴

Group constants and powers

(-168 * 2)(x³y⁴z⁵a^{4 + 2}b^{6 + 3}c^{8 + 4}l⁷m⁸n⁹)

-336x³y⁴z⁵a⁶b⁹c¹²l⁷m⁸n⁹

34.2: Multiply -168x³y⁴z⁵a⁴b⁶c⁸l⁷m⁸n⁹ * -6x³y⁴z⁵

Group constants and powers

(-168 * -6)(x^{3 + 3}y^{4 + 4}z^{5 + 5}a⁴b⁶c⁸l⁷m⁸n⁹)

1008x⁶y⁸z¹⁰a⁴b⁶c⁸l⁷m⁸n⁹

34.3: Multiply -168x³y⁴z⁵a⁴b⁶c⁸l⁷m⁸n⁹ * 7l⁷m⁸n⁹

Group constants and powers

(-168 * 7)(x³y⁴z⁵a⁴b⁶c⁸l^{7 + 7}m^{8 + 8}n^{9 + 9})

-1176x³y⁴z⁵a⁴b⁶c⁸l¹⁴m¹⁶n¹⁸

35: Multiply 504x⁶y⁸z¹⁰a²b³c⁴l⁷m⁸n⁹ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

35.1: Multiply 504x⁶y⁸z¹⁰a²b³c⁴l⁷m⁸n⁹ * 2a²b³c⁴

Group constants and powers

(504 * 2)(x⁶y⁸z¹⁰a^{2 + 2}b^{3 + 3}c^{4 + 4}l⁷m⁸n⁹)

1008x⁶y⁸z¹⁰a⁴b⁶c⁸l⁷m⁸n⁹

35.2: Multiply 504x⁶y⁸z¹⁰a²b³c⁴l⁷m⁸n⁹ * -6x³y⁴z⁵

Group constants and powers

(504 * -6)(x^{6 + 3}y^{8 + 4}z^{10 + 5}a²b³c⁴l⁷m⁸n⁹)

-3024x⁹y¹²z¹⁵a²b³c⁴l⁷m⁸n⁹

35.3: Multiply 504x⁶y⁸z¹⁰a²b³c⁴l⁷m⁸n⁹ * 7l⁷m⁸n⁹

Group constants and powers

(504 * 7)(x⁶y⁸z¹⁰a²b³c⁴l^{7 + 7}m^{8 + 8}n^{9 + 9})

3528x⁶y⁸z¹⁰a²b³c⁴l¹⁴m¹⁶n¹⁸

36: Multiply -588x³y⁴z⁵a²b³c⁴l¹⁴m¹⁶n¹⁸ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

36.1: Multiply -588x³y⁴z⁵a²b³c⁴l¹⁴m¹⁶n¹⁸ * 2a²b³c⁴

Group constants and powers

(-588 * 2)(x³y⁴z⁵a^{2 + 2}b^{3 + 3}c^{4 + 4}l¹⁴m¹⁶n¹⁸)

-1176x³y⁴z⁵a⁴b⁶c⁸l¹⁴m¹⁶n¹⁸

36.2: Multiply -588x³y⁴z⁵a²b³c⁴l¹⁴m¹⁶n¹⁸ * -6x³y⁴z⁵

Group constants and powers

(-588 * -6)(x^{3 + 3}y^{4 + 4}z^{5 + 5}a²b³c⁴l¹⁴m¹⁶n¹⁸)

3528x⁶y⁸z¹⁰a²b³c⁴l¹⁴m¹⁶n¹⁸

36.3: Multiply -588x³y⁴z⁵a²b³c⁴l¹⁴m¹⁶n¹⁸ * 7l⁷m⁸n⁹

Group constants and powers

(-588 * 7)(x³y⁴z⁵a²b³c⁴l^{14 + 7}m^{16 + 8}n^{18 + 9})

-4116x³y⁴z⁵a²b³c⁴l²¹m²⁴n²⁷

37: Multiply 144x⁶y⁸z¹⁰a⁴b⁶c⁸ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

37.1: Multiply 144x⁶y⁸z¹⁰a⁴b⁶c⁸ * 2a²b³c⁴

Group constants and powers

(144 * 2)(x⁶y⁸z¹⁰a^{4 + 2}b^{6 + 3}c^{8 + 4})

288x⁶y⁸z¹⁰a⁶b⁹c¹²

37.2: Multiply 144x⁶y⁸z¹⁰a⁴b⁶c⁸ * -6x³y⁴z⁵

Group constants and powers

(144 * -6)(x^{6 + 3}y^{8 + 4}z^{10 + 5}a⁴b⁶c⁸)

-864x⁹y¹²z¹⁵a⁴b⁶c⁸

37.3: Multiply 144x⁶y⁸z¹⁰a⁴b⁶c⁸ * 7l⁷m⁸n⁹

Group constants and powers

(144 * 7)(x⁶y⁸z¹⁰a⁴b⁶c⁸l⁷m⁸n⁹)

1008x⁶y⁸z¹⁰a⁴b⁶c⁸l⁷m⁸n⁹

38: Multiply -432x⁹y¹²z¹⁵a²b³c⁴ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

38.1: Multiply -432x⁹y¹²z¹⁵a²b³c⁴ * 2a²b³c⁴

Group constants and powers

(-432 * 2)(x⁹y¹²z¹⁵a^{2 + 2}b^{3 + 3}c^{4 + 4})

-864x⁹y¹²z¹⁵a⁴b⁶c⁸

38.2: Multiply -432x⁹y¹²z¹⁵a²b³c⁴ * -6x³y⁴z⁵

Group constants and powers

(-432 * -6)(x^{9 + 3}y^{12 + 4}z^{15 + 5}a²b³c⁴)

2592x¹²y¹⁶z²⁰a²b³c⁴

38.3: Multiply -432x⁹y¹²z¹⁵a²b³c⁴ * 7l⁷m⁸n⁹

Group constants and powers

(-432 * 7)(x⁹y¹²z¹⁵a²b³c⁴l⁷m⁸n⁹)

-3024x⁹y¹²z¹⁵a²b³c⁴l⁷m⁸n⁹

39: Multiply 504x⁶y⁸z¹⁰a²b³c⁴l⁷m⁸n⁹ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

39.1: Multiply 504x⁶y⁸z¹⁰a²b³c⁴l⁷m⁸n⁹ * 2a²b³c⁴

Group constants and powers

(504 * 2)(x⁶y⁸z¹⁰a^{2 + 2}b^{3 + 3}c^{4 + 4}l⁷m⁸n⁹)

1008x⁶y⁸z¹⁰a⁴b⁶c⁸l⁷m⁸n⁹

39.2: Multiply 504x⁶y⁸z¹⁰a²b³c⁴l⁷m⁸n⁹ * -6x³y⁴z⁵

Group constants and powers

(504 * -6)(x^{6 + 3}y^{8 + 4}z^{10 + 5}a²b³c⁴l⁷m⁸n⁹)

-3024x⁹y¹²z¹⁵a²b³c⁴l⁷m⁸n⁹

39.3: Multiply 504x⁶y⁸z¹⁰a²b³c⁴l⁷m⁸n⁹ * 7l⁷m⁸n⁹

Group constants and powers

(504 * 7)(x⁶y⁸z¹⁰a²b³c⁴l^{7 + 7}m^{8 + 8}n^{9 + 9})

3528x⁶y⁸z¹⁰a²b³c⁴l¹⁴m¹⁶n¹⁸

40: Multiply -432x⁹y¹²z¹⁵a²b³c⁴ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

40.1: Multiply -432x⁹y¹²z¹⁵a²b³c⁴ * 2a²b³c⁴

Group constants and powers

(-432 * 2)(x⁹y¹²z¹⁵a^{2 + 2}b^{3 + 3}c^{4 + 4})

-864x⁹y¹²z¹⁵a⁴b⁶c⁸

40.2: Multiply -432x⁹y¹²z¹⁵a²b³c⁴ * -6x³y⁴z⁵

Group constants and powers

(-432 * -6)(x^{9 + 3}y^{12 + 4}z^{15 + 5}a²b³c⁴)

2592x¹²y¹⁶z²⁰a²b³c⁴

40.3: Multiply -432x⁹y¹²z¹⁵a²b³c⁴ * 7l⁷m⁸n⁹

Group constants and powers

(-432 * 7)(x⁹y¹²z¹⁵a²b³c⁴l⁷m⁸n⁹)

-3024x⁹y¹²z¹⁵a²b³c⁴l⁷m⁸n⁹

41: Multiply 1296x¹²y¹⁶z²⁰ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

41.1: Multiply 1296x¹²y¹⁶z²⁰ * 2a²b³c⁴

Group constants and powers

(1296 * 2)(x¹²y¹⁶z²⁰a²b³c⁴)

2592x¹²y¹⁶z²⁰a²b³c⁴

41.2: Multiply 1296x¹²y¹⁶z²⁰ * -6x³y⁴z⁵

Group constants and powers

(1296 * -6)(x^{12 + 3}y^{16 + 4}z^{20 + 5})

-7776x¹⁵y²⁰z²⁵

41.3: Multiply 1296x¹²y¹⁶z²⁰ * 7l⁷m⁸n⁹

Group constants and powers

(1296 * 7)(x¹²y¹⁶z²⁰l⁷m⁸n⁹)

9072x¹²y¹⁶z²⁰l⁷m⁸n⁹

42: Multiply -1512x⁹y¹²z¹⁵l⁷m⁸n⁹ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

42.1: Multiply -1512x⁹y¹²z¹⁵l⁷m⁸n⁹ * 2a²b³c⁴

Group constants and powers

(-1512 * 2)(x⁹y¹²z¹⁵l⁷m⁸n⁹a²b³c⁴)

-3024x⁹y¹²z¹⁵l⁷m⁸n⁹a²b³c⁴

42.2: Multiply -1512x⁹y¹²z¹⁵l⁷m⁸n⁹ * -6x³y⁴z⁵

Group constants and powers

(-1512 * -6)(x^{9 + 3}y^{12 + 4}z^{15 + 5}l⁷m⁸n⁹)

9072x¹²y¹⁶z²⁰l⁷m⁸n⁹

42.3: Multiply -1512x⁹y¹²z¹⁵l⁷m⁸n⁹ * 7l⁷m⁸n⁹

Group constants and powers

(-1512 * 7)(x⁹y¹²z¹⁵l^{7 + 7}m^{8 + 8}n^{9 + 9})

-10584x⁹y¹²z¹⁵l¹⁴m¹⁶n¹⁸

43: Multiply 504x⁶y⁸z¹⁰l⁷m⁸n⁹a²b³c⁴ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

43.1: Multiply 504x⁶y⁸z¹⁰l⁷m⁸n⁹a²b³c⁴ * 2a²b³c⁴

Group constants and powers

(504 * 2)(x⁶y⁸z¹⁰l⁷m⁸n⁹a^{2 + 2}b^{3 + 3}c^{4 + 4})

1008x⁶y⁸z¹⁰l⁷m⁸n⁹a⁴b⁶c⁸

43.2: Multiply 504x⁶y⁸z¹⁰l⁷m⁸n⁹a²b³c⁴ * -6x³y⁴z⁵

Group constants and powers

(504 * -6)(x^{6 + 3}y^{8 + 4}z^{10 + 5}l⁷m⁸n⁹a²b³c⁴)

-3024x⁹y¹²z¹⁵l⁷m⁸n⁹a²b³c⁴

43.3: Multiply 504x⁶y⁸z¹⁰l⁷m⁸n⁹a²b³c⁴ * 7l⁷m⁸n⁹

Group constants and powers

(504 * 7)(x⁶y⁸z¹⁰l^{7 + 7}m^{8 + 8}n^{9 + 9}a²b³c⁴)

3528x⁶y⁸z¹⁰l¹⁴m¹⁶n¹⁸a²b³c⁴

44: Multiply -1512x⁹y¹²z¹⁵l⁷m⁸n⁹ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

44.1: Multiply -1512x⁹y¹²z¹⁵l⁷m⁸n⁹ * 2a²b³c⁴

Group constants and powers

(-1512 * 2)(x⁹y¹²z¹⁵l⁷m⁸n⁹a²b³c⁴)

-3024x⁹y¹²z¹⁵l⁷m⁸n⁹a²b³c⁴

44.2: Multiply -1512x⁹y¹²z¹⁵l⁷m⁸n⁹ * -6x³y⁴z⁵

Group constants and powers

(-1512 * -6)(x^{9 + 3}y^{12 + 4}z^{15 + 5}l⁷m⁸n⁹)

9072x¹²y¹⁶z²⁰l⁷m⁸n⁹

44.3: Multiply -1512x⁹y¹²z¹⁵l⁷m⁸n⁹ * 7l⁷m⁸n⁹

Group constants and powers

(-1512 * 7)(x⁹y¹²z¹⁵l^{7 + 7}m^{8 + 8}n^{9 + 9})

-10584x⁹y¹²z¹⁵l¹⁴m¹⁶n¹⁸

45: Multiply 1764x⁶y⁸z¹⁰l¹⁴m¹⁶n¹⁸ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

45.1: Multiply 1764x⁶y⁸z¹⁰l¹⁴m¹⁶n¹⁸ * 2a²b³c⁴

Group constants and powers

(1764 * 2)(x⁶y⁸z¹⁰l¹⁴m¹⁶n¹⁸a²b³c⁴)

3528x⁶y⁸z¹⁰l¹⁴m¹⁶n¹⁸a²b³c⁴

45.2: Multiply 1764x⁶y⁸z¹⁰l¹⁴m¹⁶n¹⁸ * -6x³y⁴z⁵

Group constants and powers

(1764 * -6)(x^{6 + 3}y^{8 + 4}z^{10 + 5}l¹⁴m¹⁶n¹⁸)

-10584x⁹y¹²z¹⁵l¹⁴m¹⁶n¹⁸

45.3: Multiply 1764x⁶y⁸z¹⁰l¹⁴m¹⁶n¹⁸ * 7l⁷m⁸n⁹

Group constants and powers

(1764 * 7)(x⁶y⁸z¹⁰l^{14 + 7}m^{16 + 8}n^{18 + 9})

12348x⁶y⁸z¹⁰l²¹m²⁴n²⁷

46: Multiply -168x³y⁴z⁵l⁷m⁸n⁹a⁴b⁶c⁸ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

46.1: Multiply -168x³y⁴z⁵l⁷m⁸n⁹a⁴b⁶c⁸ * 2a²b³c⁴

Group constants and powers

(-168 * 2)(x³y⁴z⁵l⁷m⁸n⁹a^{4 + 2}b^{6 + 3}c^{8 + 4})

-336x³y⁴z⁵l⁷m⁸n⁹a⁶b⁹c¹²

46.2: Multiply -168x³y⁴z⁵l⁷m⁸n⁹a⁴b⁶c⁸ * -6x³y⁴z⁵

Group constants and powers

(-168 * -6)(x^{3 + 3}y^{4 + 4}z^{5 + 5}l⁷m⁸n⁹a⁴b⁶c⁸)

1008x⁶y⁸z¹⁰l⁷m⁸n⁹a⁴b⁶c⁸

46.3: Multiply -168x³y⁴z⁵l⁷m⁸n⁹a⁴b⁶c⁸ * 7l⁷m⁸n⁹

Group constants and powers

(-168 * 7)(x³y⁴z⁵l^{7 + 7}m^{8 + 8}n^{9 + 9}a⁴b⁶c⁸)

-1176x³y⁴z⁵l¹⁴m¹⁶n¹⁸a⁴b⁶c⁸

47: Multiply 504x⁶y⁸z¹⁰l⁷m⁸n⁹a²b³c⁴ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

47.1: Multiply 504x⁶y⁸z¹⁰l⁷m⁸n⁹a²b³c⁴ * 2a²b³c⁴

Group constants and powers

(504 * 2)(x⁶y⁸z¹⁰l⁷m⁸n⁹a^{2 + 2}b^{3 + 3}c^{4 + 4})

1008x⁶y⁸z¹⁰l⁷m⁸n⁹a⁴b⁶c⁸

47.2: Multiply 504x⁶y⁸z¹⁰l⁷m⁸n⁹a²b³c⁴ * -6x³y⁴z⁵

Group constants and powers

(504 * -6)(x^{6 + 3}y^{8 + 4}z^{10 + 5}l⁷m⁸n⁹a²b³c⁴)

-3024x⁹y¹²z¹⁵l⁷m⁸n⁹a²b³c⁴

47.3: Multiply 504x⁶y⁸z¹⁰l⁷m⁸n⁹a²b³c⁴ * 7l⁷m⁸n⁹

Group constants and powers

(504 * 7)(x⁶y⁸z¹⁰l^{7 + 7}m^{8 + 8}n^{9 + 9}a²b³c⁴)

3528x⁶y⁸z¹⁰l¹⁴m¹⁶n¹⁸a²b³c⁴

48: Multiply -588x³y⁴z⁵l¹⁴m¹⁶n¹⁸a²b³c⁴ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

48.1: Multiply -588x³y⁴z⁵l¹⁴m¹⁶n¹⁸a²b³c⁴ * 2a²b³c⁴

Group constants and powers

(-588 * 2)(x³y⁴z⁵l¹⁴m¹⁶n¹⁸a^{2 + 2}b^{3 + 3}c^{4 + 4})

-1176x³y⁴z⁵l¹⁴m¹⁶n¹⁸a⁴b⁶c⁸

48.2: Multiply -588x³y⁴z⁵l¹⁴m¹⁶n¹⁸a²b³c⁴ * -6x³y⁴z⁵

Group constants and powers

(-588 * -6)(x^{3 + 3}y^{4 + 4}z^{5 + 5}l¹⁴m¹⁶n¹⁸a²b³c⁴)

3528x⁶y⁸z¹⁰l¹⁴m¹⁶n¹⁸a²b³c⁴

48.3: Multiply -588x³y⁴z⁵l¹⁴m¹⁶n¹⁸a²b³c⁴ * 7l⁷m⁸n⁹

Group constants and powers

(-588 * 7)(x³y⁴z⁵l^{14 + 7}m^{16 + 8}n^{18 + 9}a²b³c⁴)

-4116x³y⁴z⁵l²¹m²⁴n²⁷a²b³c⁴

49: Multiply 504x⁶y⁸z¹⁰l⁷m⁸n⁹a²b³c⁴ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

49.1: Multiply 504x⁶y⁸z¹⁰l⁷m⁸n⁹a²b³c⁴ * 2a²b³c⁴

Group constants and powers

(504 * 2)(x⁶y⁸z¹⁰l⁷m⁸n⁹a^{2 + 2}b^{3 + 3}c^{4 + 4})

1008x⁶y⁸z¹⁰l⁷m⁸n⁹a⁴b⁶c⁸

49.2: Multiply 504x⁶y⁸z¹⁰l⁷m⁸n⁹a²b³c⁴ * -6x³y⁴z⁵

Group constants and powers

(504 * -6)(x^{6 + 3}y^{8 + 4}z^{10 + 5}l⁷m⁸n⁹a²b³c⁴)

-3024x⁹y¹²z¹⁵l⁷m⁸n⁹a²b³c⁴

49.3: Multiply 504x⁶y⁸z¹⁰l⁷m⁸n⁹a²b³c⁴ * 7l⁷m⁸n⁹

Group constants and powers

(504 * 7)(x⁶y⁸z¹⁰l^{7 + 7}m^{8 + 8}n^{9 + 9}a²b³c⁴)

3528x⁶y⁸z¹⁰l¹⁴m¹⁶n¹⁸a²b³c⁴

50: Multiply -1512x⁹y¹²z¹⁵l⁷m⁸n⁹ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

50.1: Multiply -1512x⁹y¹²z¹⁵l⁷m⁸n⁹ * 2a²b³c⁴

Group constants and powers

(-1512 * 2)(x⁹y¹²z¹⁵l⁷m⁸n⁹a²b³c⁴)

-3024x⁹y¹²z¹⁵l⁷m⁸n⁹a²b³c⁴

50.2: Multiply -1512x⁹y¹²z¹⁵l⁷m⁸n⁹ * -6x³y⁴z⁵

Group constants and powers

(-1512 * -6)(x^{9 + 3}y^{12 + 4}z^{15 + 5}l⁷m⁸n⁹)

9072x¹²y¹⁶z²⁰l⁷m⁸n⁹

50.3: Multiply -1512x⁹y¹²z¹⁵l⁷m⁸n⁹ * 7l⁷m⁸n⁹

Group constants and powers

(-1512 * 7)(x⁹y¹²z¹⁵l^{7 + 7}m^{8 + 8}n^{9 + 9})

-10584x⁹y¹²z¹⁵l¹⁴m¹⁶n¹⁸

51: Multiply 1764x⁶y⁸z¹⁰l¹⁴m¹⁶n¹⁸ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

51.1: Multiply 1764x⁶y⁸z¹⁰l¹⁴m¹⁶n¹⁸ * 2a²b³c⁴

Group constants and powers

(1764 * 2)(x⁶y⁸z¹⁰l¹⁴m¹⁶n¹⁸a²b³c⁴)

3528x⁶y⁸z¹⁰l¹⁴m¹⁶n¹⁸a²b³c⁴

51.2: Multiply 1764x⁶y⁸z¹⁰l¹⁴m¹⁶n¹⁸ * -6x³y⁴z⁵

Group constants and powers

(1764 * -6)(x^{6 + 3}y^{8 + 4}z^{10 + 5}l¹⁴m¹⁶n¹⁸)

-10584x⁹y¹²z¹⁵l¹⁴m¹⁶n¹⁸

51.3: Multiply 1764x⁶y⁸z¹⁰l¹⁴m¹⁶n¹⁸ * 7l⁷m⁸n⁹

Group constants and powers

(1764 * 7)(x⁶y⁸z¹⁰l^{14 + 7}m^{16 + 8}n^{18 + 9})

12348x⁶y⁸z¹⁰l²¹m²⁴n²⁷

52: Multiply -588x³y⁴z⁵l¹⁴m¹⁶n¹⁸a²b³c⁴ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

52.1: Multiply -588x³y⁴z⁵l¹⁴m¹⁶n¹⁸a²b³c⁴ * 2a²b³c⁴

Group constants and powers

(-588 * 2)(x³y⁴z⁵l¹⁴m¹⁶n¹⁸a^{2 + 2}b^{3 + 3}c^{4 + 4})

-1176x³y⁴z⁵l¹⁴m¹⁶n¹⁸a⁴b⁶c⁸

52.2: Multiply -588x³y⁴z⁵l¹⁴m¹⁶n¹⁸a²b³c⁴ * -6x³y⁴z⁵

Group constants and powers

(-588 * -6)(x^{3 + 3}y^{4 + 4}z^{5 + 5}l¹⁴m¹⁶n¹⁸a²b³c⁴)

3528x⁶y⁸z¹⁰l¹⁴m¹⁶n¹⁸a²b³c⁴

52.3: Multiply -588x³y⁴z⁵l¹⁴m¹⁶n¹⁸a²b³c⁴ * 7l⁷m⁸n⁹

Group constants and powers

(-588 * 7)(x³y⁴z⁵l^{14 + 7}m^{16 + 8}n^{18 + 9}a²b³c⁴)

-4116x³y⁴z⁵l²¹m²⁴n²⁷a²b³c⁴

53: Multiply 1764x⁶y⁸z¹⁰l¹⁴m¹⁶n¹⁸ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

53.1: Multiply 1764x⁶y⁸z¹⁰l¹⁴m¹⁶n¹⁸ * 2a²b³c⁴

Group constants and powers

(1764 * 2)(x⁶y⁸z¹⁰l¹⁴m¹⁶n¹⁸a²b³c⁴)

3528x⁶y⁸z¹⁰l¹⁴m¹⁶n¹⁸a²b³c⁴

53.2: Multiply 1764x⁶y⁸z¹⁰l¹⁴m¹⁶n¹⁸ * -6x³y⁴z⁵

Group constants and powers

(1764 * -6)(x^{6 + 3}y^{8 + 4}z^{10 + 5}l¹⁴m¹⁶n¹⁸)

-10584x⁹y¹²z¹⁵l¹⁴m¹⁶n¹⁸

53.3: Multiply 1764x⁶y⁸z¹⁰l¹⁴m¹⁶n¹⁸ * 7l⁷m⁸n⁹

Group constants and powers

(1764 * 7)(x⁶y⁸z¹⁰l^{14 + 7}m^{16 + 8}n^{18 + 9})

12348x⁶y⁸z¹⁰l²¹m²⁴n²⁷

54: Multiply -2058x³y⁴z⁵l²¹m²⁴n²⁷ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

54.1: Multiply -2058x³y⁴z⁵l²¹m²⁴n²⁷ * 2a²b³c⁴

Group constants and powers

(-2058 * 2)(x³y⁴z⁵l²¹m²⁴n²⁷a²b³c⁴)

-4116x³y⁴z⁵l²¹m²⁴n²⁷a²b³c⁴

54.2: Multiply -2058x³y⁴z⁵l²¹m²⁴n²⁷ * -6x³y⁴z⁵

Group constants and powers

(-2058 * -6)(x^{3 + 3}y^{4 + 4}z^{5 + 5}l²¹m²⁴n²⁷)

12348x⁶y⁸z¹⁰l²¹m²⁴n²⁷

54.3: Multiply -2058x³y⁴z⁵l²¹m²⁴n²⁷ * 7l⁷m⁸n⁹

Group constants and powers

(-2058 * 7)(x³y⁴z⁵l^{21 + 7}m^{24 + 8}n^{27 + 9})

-14406x³y⁴z⁵l²⁸m³²n³⁶

55: Multiply 56l⁷m⁸n⁹a⁶b⁹c¹² by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

55.1: Multiply 56l⁷m⁸n⁹a⁶b⁹c¹² * 2a²b³c⁴

Group constants and powers

(56 * 2)(l⁷m⁸n⁹a^{6 + 2}b^{9 + 3}c^{12 + 4})

112l⁷m⁸n⁹a⁸b¹²c¹⁶

55.2: Multiply 56l⁷m⁸n⁹a⁶b⁹c¹² * -6x³y⁴z⁵

Group constants and powers

(56 * -6)(l⁷m⁸n⁹a⁶b⁹c¹²x³y⁴z⁵)

-336l⁷m⁸n⁹a⁶b⁹c¹²x³y⁴z⁵

55.3: Multiply 56l⁷m⁸n⁹a⁶b⁹c¹² * 7l⁷m⁸n⁹

Group constants and powers

(56 * 7)(l^{7 + 7}m^{8 + 8}n^{9 + 9}a⁶b⁹c¹²)

392l¹⁴m¹⁶n¹⁸a⁶b⁹c¹²

56: Multiply -168l⁷m⁸n⁹a⁴b⁶c⁸x³y⁴z⁵ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

56.1: Multiply -168l⁷m⁸n⁹a⁴b⁶c⁸x³y⁴z⁵ * 2a²b³c⁴

Group constants and powers

(-168 * 2)(l⁷m⁸n⁹a^{4 + 2}b^{6 + 3}c^{8 + 4}x³y⁴z⁵)

-336l⁷m⁸n⁹a⁶b⁹c¹²x³y⁴z⁵

56.2: Multiply -168l⁷m⁸n⁹a⁴b⁶c⁸x³y⁴z⁵ * -6x³y⁴z⁵

Group constants and powers

(-168 * -6)(l⁷m⁸n⁹a⁴b⁶c⁸x^{3 + 3}y^{4 + 4}z^{5 + 5})

1008l⁷m⁸n⁹a⁴b⁶c⁸x⁶y⁸z¹⁰

56.3: Multiply -168l⁷m⁸n⁹a⁴b⁶c⁸x³y⁴z⁵ * 7l⁷m⁸n⁹

Group constants and powers

(-168 * 7)(l^{7 + 7}m^{8 + 8}n^{9 + 9}a⁴b⁶c⁸x³y⁴z⁵)

-1176l¹⁴m¹⁶n¹⁸a⁴b⁶c⁸x³y⁴z⁵

57: Multiply 196l¹⁴m¹⁶n¹⁸a⁴b⁶c⁸ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

57.1: Multiply 196l¹⁴m¹⁶n¹⁸a⁴b⁶c⁸ * 2a²b³c⁴

Group constants and powers

(196 * 2)(l¹⁴m¹⁶n¹⁸a^{4 + 2}b^{6 + 3}c^{8 + 4})

392l¹⁴m¹⁶n¹⁸a⁶b⁹c¹²

57.2: Multiply 196l¹⁴m¹⁶n¹⁸a⁴b⁶c⁸ * -6x³y⁴z⁵

Group constants and powers

(196 * -6)(l¹⁴m¹⁶n¹⁸a⁴b⁶c⁸x³y⁴z⁵)

-1176l¹⁴m¹⁶n¹⁸a⁴b⁶c⁸x³y⁴z⁵

57.3: Multiply 196l¹⁴m¹⁶n¹⁸a⁴b⁶c⁸ * 7l⁷m⁸n⁹

Group constants and powers

(196 * 7)(l^{14 + 7}m^{16 + 8}n^{18 + 9}a⁴b⁶c⁸)

1372l²¹m²⁴n²⁷a⁴b⁶c⁸

58: Multiply -168l⁷m⁸n⁹a⁴b⁶c⁸x³y⁴z⁵ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

58.1: Multiply -168l⁷m⁸n⁹a⁴b⁶c⁸x³y⁴z⁵ * 2a²b³c⁴

Group constants and powers

(-168 * 2)(l⁷m⁸n⁹a^{4 + 2}b^{6 + 3}c^{8 + 4}x³y⁴z⁵)

-336l⁷m⁸n⁹a⁶b⁹c¹²x³y⁴z⁵

58.2: Multiply -168l⁷m⁸n⁹a⁴b⁶c⁸x³y⁴z⁵ * -6x³y⁴z⁵

Group constants and powers

(-168 * -6)(l⁷m⁸n⁹a⁴b⁶c⁸x^{3 + 3}y^{4 + 4}z^{5 + 5})

1008l⁷m⁸n⁹a⁴b⁶c⁸x⁶y⁸z¹⁰

58.3: Multiply -168l⁷m⁸n⁹a⁴b⁶c⁸x³y⁴z⁵ * 7l⁷m⁸n⁹

Group constants and powers

(-168 * 7)(l^{7 + 7}m^{8 + 8}n^{9 + 9}a⁴b⁶c⁸x³y⁴z⁵)

-1176l¹⁴m¹⁶n¹⁸a⁴b⁶c⁸x³y⁴z⁵

59: Multiply 504l⁷m⁸n⁹a²b³c⁴x⁶y⁸z¹⁰ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

59.1: Multiply 504l⁷m⁸n⁹a²b³c⁴x⁶y⁸z¹⁰ * 2a²b³c⁴

Group constants and powers

(504 * 2)(l⁷m⁸n⁹a^{2 + 2}b^{3 + 3}c^{4 + 4}x⁶y⁸z¹⁰)

1008l⁷m⁸n⁹a⁴b⁶c⁸x⁶y⁸z¹⁰

59.2: Multiply 504l⁷m⁸n⁹a²b³c⁴x⁶y⁸z¹⁰ * -6x³y⁴z⁵

Group constants and powers

(504 * -6)(l⁷m⁸n⁹a²b³c⁴x^{6 + 3}y^{8 + 4}z^{10 + 5})

-3024l⁷m⁸n⁹a²b³c⁴x⁹y¹²z¹⁵

59.3: Multiply 504l⁷m⁸n⁹a²b³c⁴x⁶y⁸z¹⁰ * 7l⁷m⁸n⁹

Group constants and powers

(504 * 7)(l^{7 + 7}m^{8 + 8}n^{9 + 9}a²b³c⁴x⁶y⁸z¹⁰)

3528l¹⁴m¹⁶n¹⁸a²b³c⁴x⁶y⁸z¹⁰

60: Multiply -588l¹⁴m¹⁶n¹⁸a²b³c⁴x³y⁴z⁵ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

60.1: Multiply -588l¹⁴m¹⁶n¹⁸a²b³c⁴x³y⁴z⁵ * 2a²b³c⁴

Group constants and powers

(-588 * 2)(l¹⁴m¹⁶n¹⁸a^{2 + 2}b^{3 + 3}c^{4 + 4}x³y⁴z⁵)

-1176l¹⁴m¹⁶n¹⁸a⁴b⁶c⁸x³y⁴z⁵

60.2: Multiply -588l¹⁴m¹⁶n¹⁸a²b³c⁴x³y⁴z⁵ * -6x³y⁴z⁵

Group constants and powers

(-588 * -6)(l¹⁴m¹⁶n¹⁸a²b³c⁴x^{3 + 3}y^{4 + 4}z^{5 + 5})

3528l¹⁴m¹⁶n¹⁸a²b³c⁴x⁶y⁸z¹⁰

60.3: Multiply -588l¹⁴m¹⁶n¹⁸a²b³c⁴x³y⁴z⁵ * 7l⁷m⁸n⁹

Group constants and powers

(-588 * 7)(l^{14 + 7}m^{16 + 8}n^{18 + 9}a²b³c⁴x³y⁴z⁵)

-4116l²¹m²⁴n²⁷a²b³c⁴x³y⁴z⁵

61: Multiply 196l¹⁴m¹⁶n¹⁸a⁴b⁶c⁸ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

61.1: Multiply 196l¹⁴m¹⁶n¹⁸a⁴b⁶c⁸ * 2a²b³c⁴

Group constants and powers

(196 * 2)(l¹⁴m¹⁶n¹⁸a^{4 + 2}b^{6 + 3}c^{8 + 4})

392l¹⁴m¹⁶n¹⁸a⁶b⁹c¹²

61.2: Multiply 196l¹⁴m¹⁶n¹⁸a⁴b⁶c⁸ * -6x³y⁴z⁵

Group constants and powers

(196 * -6)(l¹⁴m¹⁶n¹⁸a⁴b⁶c⁸x³y⁴z⁵)

-1176l¹⁴m¹⁶n¹⁸a⁴b⁶c⁸x³y⁴z⁵

61.3: Multiply 196l¹⁴m¹⁶n¹⁸a⁴b⁶c⁸ * 7l⁷m⁸n⁹

Group constants and powers

(196 * 7)(l^{14 + 7}m^{16 + 8}n^{18 + 9}a⁴b⁶c⁸)

1372l²¹m²⁴n²⁷a⁴b⁶c⁸

62: Multiply -588l¹⁴m¹⁶n¹⁸a²b³c⁴x³y⁴z⁵ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

62.1: Multiply -588l¹⁴m¹⁶n¹⁸a²b³c⁴x³y⁴z⁵ * 2a²b³c⁴

Group constants and powers

(-588 * 2)(l¹⁴m¹⁶n¹⁸a^{2 + 2}b^{3 + 3}c^{4 + 4}x³y⁴z⁵)

-1176l¹⁴m¹⁶n¹⁸a⁴b⁶c⁸x³y⁴z⁵

62.2: Multiply -588l¹⁴m¹⁶n¹⁸a²b³c⁴x³y⁴z⁵ * -6x³y⁴z⁵

Group constants and powers

(-588 * -6)(l¹⁴m¹⁶n¹⁸a²b³c⁴x^{3 + 3}y^{4 + 4}z^{5 + 5})

3528l¹⁴m¹⁶n¹⁸a²b³c⁴x⁶y⁸z¹⁰

62.3: Multiply -588l¹⁴m¹⁶n¹⁸a²b³c⁴x³y⁴z⁵ * 7l⁷m⁸n⁹

Group constants and powers

(-588 * 7)(l^{14 + 7}m^{16 + 8}n^{18 + 9}a²b³c⁴x³y⁴z⁵)

-4116l²¹m²⁴n²⁷a²b³c⁴x³y⁴z⁵

63: Multiply 686l²¹m²⁴n²⁷a²b³c⁴ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

63.1: Multiply 686l²¹m²⁴n²⁷a²b³c⁴ * 2a²b³c⁴

Group constants and powers

(686 * 2)(l²¹m²⁴n²⁷a^{2 + 2}b^{3 + 3}c^{4 + 4})

1372l²¹m²⁴n²⁷a⁴b⁶c⁸

63.2: Multiply 686l²¹m²⁴n²⁷a²b³c⁴ * -6x³y⁴z⁵

Group constants and powers

(686 * -6)(l²¹m²⁴n²⁷a²b³c⁴x³y⁴z⁵)

-4116l²¹m²⁴n²⁷a²b³c⁴x³y⁴z⁵

63.3: Multiply 686l²¹m²⁴n²⁷a²b³c⁴ * 7l⁷m⁸n⁹

Group constants and powers

(686 * 7)(l^{21 + 7}m^{24 + 8}n^{27 + 9}a²b³c⁴)

4802l²⁸m³²n³⁶a²b³c⁴

64: Multiply -168l⁷m⁸n⁹x³y⁴z⁵a⁴b⁶c⁸ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

64.1: Multiply -168l⁷m⁸n⁹x³y⁴z⁵a⁴b⁶c⁸ * 2a²b³c⁴

Group constants and powers

(-168 * 2)(l⁷m⁸n⁹x³y⁴z⁵a^{4 + 2}b^{6 + 3}c^{8 + 4})

-336l⁷m⁸n⁹x³y⁴z⁵a⁶b⁹c¹²

64.2: Multiply -168l⁷m⁸n⁹x³y⁴z⁵a⁴b⁶c⁸ * -6x³y⁴z⁵

Group constants and powers

(-168 * -6)(l⁷m⁸n⁹x^{3 + 3}y^{4 + 4}z^{5 + 5}a⁴b⁶c⁸)

1008l⁷m⁸n⁹x⁶y⁸z¹⁰a⁴b⁶c⁸

64.3: Multiply -168l⁷m⁸n⁹x³y⁴z⁵a⁴b⁶c⁸ * 7l⁷m⁸n⁹

Group constants and powers

(-168 * 7)(l^{7 + 7}m^{8 + 8}n^{9 + 9}x³y⁴z⁵a⁴b⁶c⁸)

-1176l¹⁴m¹⁶n¹⁸x³y⁴z⁵a⁴b⁶c⁸

65: Multiply 504l⁷m⁸n⁹x⁶y⁸z¹⁰a²b³c⁴ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

65.1: Multiply 504l⁷m⁸n⁹x⁶y⁸z¹⁰a²b³c⁴ * 2a²b³c⁴

Group constants and powers

(504 * 2)(l⁷m⁸n⁹x⁶y⁸z¹⁰a^{2 + 2}b^{3 + 3}c^{4 + 4})

1008l⁷m⁸n⁹x⁶y⁸z¹⁰a⁴b⁶c⁸

65.2: Multiply 504l⁷m⁸n⁹x⁶y⁸z¹⁰a²b³c⁴ * -6x³y⁴z⁵

Group constants and powers

(504 * -6)(l⁷m⁸n⁹x^{6 + 3}y^{8 + 4}z^{10 + 5}a²b³c⁴)

-3024l⁷m⁸n⁹x⁹y¹²z¹⁵a²b³c⁴

65.3: Multiply 504l⁷m⁸n⁹x⁶y⁸z¹⁰a²b³c⁴ * 7l⁷m⁸n⁹

Group constants and powers

(504 * 7)(l^{7 + 7}m^{8 + 8}n^{9 + 9}x⁶y⁸z¹⁰a²b³c⁴)

3528l¹⁴m¹⁶n¹⁸x⁶y⁸z¹⁰a²b³c⁴

66: Multiply -588l¹⁴m¹⁶n¹⁸x³y⁴z⁵a²b³c⁴ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

66.1: Multiply -588l¹⁴m¹⁶n¹⁸x³y⁴z⁵a²b³c⁴ * 2a²b³c⁴

Group constants and powers

(-588 * 2)(l¹⁴m¹⁶n¹⁸x³y⁴z⁵a^{2 + 2}b^{3 + 3}c^{4 + 4})

-1176l¹⁴m¹⁶n¹⁸x³y⁴z⁵a⁴b⁶c⁸

66.2: Multiply -588l¹⁴m¹⁶n¹⁸x³y⁴z⁵a²b³c⁴ * -6x³y⁴z⁵

Group constants and powers

(-588 * -6)(l¹⁴m¹⁶n¹⁸x^{3 + 3}y^{4 + 4}z^{5 + 5}a²b³c⁴)

3528l¹⁴m¹⁶n¹⁸x⁶y⁸z¹⁰a²b³c⁴

66.3: Multiply -588l¹⁴m¹⁶n¹⁸x³y⁴z⁵a²b³c⁴ * 7l⁷m⁸n⁹

Group constants and powers

(-588 * 7)(l^{14 + 7}m^{16 + 8}n^{18 + 9}x³y⁴z⁵a²b³c⁴)

-4116l²¹m²⁴n²⁷x³y⁴z⁵a²b³c⁴

67: Multiply 504l⁷m⁸n⁹x⁶y⁸z¹⁰a²b³c⁴ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

67.1: Multiply 504l⁷m⁸n⁹x⁶y⁸z¹⁰a²b³c⁴ * 2a²b³c⁴

Group constants and powers

(504 * 2)(l⁷m⁸n⁹x⁶y⁸z¹⁰a^{2 + 2}b^{3 + 3}c^{4 + 4})

1008l⁷m⁸n⁹x⁶y⁸z¹⁰a⁴b⁶c⁸

67.2: Multiply 504l⁷m⁸n⁹x⁶y⁸z¹⁰a²b³c⁴ * -6x³y⁴z⁵

Group constants and powers

(504 * -6)(l⁷m⁸n⁹x^{6 + 3}y^{8 + 4}z^{10 + 5}a²b³c⁴)

-3024l⁷m⁸n⁹x⁹y¹²z¹⁵a²b³c⁴

67.3: Multiply 504l⁷m⁸n⁹x⁶y⁸z¹⁰a²b³c⁴ * 7l⁷m⁸n⁹

Group constants and powers

(504 * 7)(l^{7 + 7}m^{8 + 8}n^{9 + 9}x⁶y⁸z¹⁰a²b³c⁴)

3528l¹⁴m¹⁶n¹⁸x⁶y⁸z¹⁰a²b³c⁴

68: Multiply -1512l⁷m⁸n⁹x⁹y¹²z¹⁵ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

68.1: Multiply -1512l⁷m⁸n⁹x⁹y¹²z¹⁵ * 2a²b³c⁴

Group constants and powers

(-1512 * 2)(l⁷m⁸n⁹x⁹y¹²z¹⁵a²b³c⁴)

-3024l⁷m⁸n⁹x⁹y¹²z¹⁵a²b³c⁴

68.2: Multiply -1512l⁷m⁸n⁹x⁹y¹²z¹⁵ * -6x³y⁴z⁵

Group constants and powers

(-1512 * -6)(l⁷m⁸n⁹x^{9 + 3}y^{12 + 4}z^{15 + 5})

9072l⁷m⁸n⁹x¹²y¹⁶z²⁰

68.3: Multiply -1512l⁷m⁸n⁹x⁹y¹²z¹⁵ * 7l⁷m⁸n⁹

Group constants and powers

(-1512 * 7)(l^{7 + 7}m^{8 + 8}n^{9 + 9}x⁹y¹²z¹⁵)

-10584l¹⁴m¹⁶n¹⁸x⁹y¹²z¹⁵

69: Multiply 1764l¹⁴m¹⁶n¹⁸x⁶y⁸z¹⁰ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

69.1: Multiply 1764l¹⁴m¹⁶n¹⁸x⁶y⁸z¹⁰ * 2a²b³c⁴

Group constants and powers

(1764 * 2)(l¹⁴m¹⁶n¹⁸x⁶y⁸z¹⁰a²b³c⁴)

3528l¹⁴m¹⁶n¹⁸x⁶y⁸z¹⁰a²b³c⁴

69.2: Multiply 1764l¹⁴m¹⁶n¹⁸x⁶y⁸z¹⁰ * -6x³y⁴z⁵

Group constants and powers

(1764 * -6)(l¹⁴m¹⁶n¹⁸x^{6 + 3}y^{8 + 4}z^{10 + 5})

-10584l¹⁴m¹⁶n¹⁸x⁹y¹²z¹⁵

69.3: Multiply 1764l¹⁴m¹⁶n¹⁸x⁶y⁸z¹⁰ * 7l⁷m⁸n⁹

Group constants and powers

(1764 * 7)(l^{14 + 7}m^{16 + 8}n^{18 + 9}x⁶y⁸z¹⁰)

12348l²¹m²⁴n²⁷x⁶y⁸z¹⁰

70: Multiply -588l¹⁴m¹⁶n¹⁸x³y⁴z⁵a²b³c⁴ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

70.1: Multiply -588l¹⁴m¹⁶n¹⁸x³y⁴z⁵a²b³c⁴ * 2a²b³c⁴

Group constants and powers

(-588 * 2)(l¹⁴m¹⁶n¹⁸x³y⁴z⁵a^{2 + 2}b^{3 + 3}c^{4 + 4})

-1176l¹⁴m¹⁶n¹⁸x³y⁴z⁵a⁴b⁶c⁸

70.2: Multiply -588l¹⁴m¹⁶n¹⁸x³y⁴z⁵a²b³c⁴ * -6x³y⁴z⁵

Group constants and powers

(-588 * -6)(l¹⁴m¹⁶n¹⁸x^{3 + 3}y^{4 + 4}z^{5 + 5}a²b³c⁴)

3528l¹⁴m¹⁶n¹⁸x⁶y⁸z¹⁰a²b³c⁴

70.3: Multiply -588l¹⁴m¹⁶n¹⁸x³y⁴z⁵a²b³c⁴ * 7l⁷m⁸n⁹

Group constants and powers

(-588 * 7)(l^{14 + 7}m^{16 + 8}n^{18 + 9}x³y⁴z⁵a²b³c⁴)

-4116l²¹m²⁴n²⁷x³y⁴z⁵a²b³c⁴

71: Multiply 1764l¹⁴m¹⁶n¹⁸x⁶y⁸z¹⁰ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

71.1: Multiply 1764l¹⁴m¹⁶n¹⁸x⁶y⁸z¹⁰ * 2a²b³c⁴

Group constants and powers

(1764 * 2)(l¹⁴m¹⁶n¹⁸x⁶y⁸z¹⁰a²b³c⁴)

3528l¹⁴m¹⁶n¹⁸x⁶y⁸z¹⁰a²b³c⁴

71.2: Multiply 1764l¹⁴m¹⁶n¹⁸x⁶y⁸z¹⁰ * -6x³y⁴z⁵

Group constants and powers

(1764 * -6)(l¹⁴m¹⁶n¹⁸x^{6 + 3}y^{8 + 4}z^{10 + 5})

-10584l¹⁴m¹⁶n¹⁸x⁹y¹²z¹⁵

71.3: Multiply 1764l¹⁴m¹⁶n¹⁸x⁶y⁸z¹⁰ * 7l⁷m⁸n⁹

Group constants and powers

(1764 * 7)(l^{14 + 7}m^{16 + 8}n^{18 + 9}x⁶y⁸z¹⁰)

12348l²¹m²⁴n²⁷x⁶y⁸z¹⁰

72: Multiply -2058l²¹m²⁴n²⁷x³y⁴z⁵ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

72.1: Multiply -2058l²¹m²⁴n²⁷x³y⁴z⁵ * 2a²b³c⁴

Group constants and powers

(-2058 * 2)(l²¹m²⁴n²⁷x³y⁴z⁵a²b³c⁴)

-4116l²¹m²⁴n²⁷x³y⁴z⁵a²b³c⁴

72.2: Multiply -2058l²¹m²⁴n²⁷x³y⁴z⁵ * -6x³y⁴z⁵

Group constants and powers

(-2058 * -6)(l²¹m²⁴n²⁷x^{3 + 3}y^{4 + 4}z^{5 + 5})

12348l²¹m²⁴n²⁷x⁶y⁸z¹⁰

72.3: Multiply -2058l²¹m²⁴n²⁷x³y⁴z⁵ * 7l⁷m⁸n⁹

Group constants and powers

(-2058 * 7)(l^{21 + 7}m^{24 + 8}n^{27 + 9}x³y⁴z⁵)

-14406l²⁸m³²n³⁶x³y⁴z⁵

73: Multiply 196l¹⁴m¹⁶n¹⁸a⁴b⁶c⁸ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

73.1: Multiply 196l¹⁴m¹⁶n¹⁸a⁴b⁶c⁸ * 2a²b³c⁴

Group constants and powers

(196 * 2)(l¹⁴m¹⁶n¹⁸a^{4 + 2}b^{6 + 3}c^{8 + 4})

392l¹⁴m¹⁶n¹⁸a⁶b⁹c¹²

73.2: Multiply 196l¹⁴m¹⁶n¹⁸a⁴b⁶c⁸ * -6x³y⁴z⁵

Group constants and powers

(196 * -6)(l¹⁴m¹⁶n¹⁸a⁴b⁶c⁸x³y⁴z⁵)

-1176l¹⁴m¹⁶n¹⁸a⁴b⁶c⁸x³y⁴z⁵

73.3: Multiply 196l¹⁴m¹⁶n¹⁸a⁴b⁶c⁸ * 7l⁷m⁸n⁹

Group constants and powers

(196 * 7)(l^{14 + 7}m^{16 + 8}n^{18 + 9}a⁴b⁶c⁸)

1372l²¹m²⁴n²⁷a⁴b⁶c⁸

74: Multiply -588l¹⁴m¹⁶n¹⁸a²b³c⁴x³y⁴z⁵ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

74.1: Multiply -588l¹⁴m¹⁶n¹⁸a²b³c⁴x³y⁴z⁵ * 2a²b³c⁴

Group constants and powers

(-588 * 2)(l¹⁴m¹⁶n¹⁸a^{2 + 2}b^{3 + 3}c^{4 + 4}x³y⁴z⁵)

-1176l¹⁴m¹⁶n¹⁸a⁴b⁶c⁸x³y⁴z⁵

74.2: Multiply -588l¹⁴m¹⁶n¹⁸a²b³c⁴x³y⁴z⁵ * -6x³y⁴z⁵

Group constants and powers

(-588 * -6)(l¹⁴m¹⁶n¹⁸a²b³c⁴x^{3 + 3}y^{4 + 4}z^{5 + 5})

3528l¹⁴m¹⁶n¹⁸a²b³c⁴x⁶y⁸z¹⁰

74.3: Multiply -588l¹⁴m¹⁶n¹⁸a²b³c⁴x³y⁴z⁵ * 7l⁷m⁸n⁹

Group constants and powers

(-588 * 7)(l^{14 + 7}m^{16 + 8}n^{18 + 9}a²b³c⁴x³y⁴z⁵)

-4116l²¹m²⁴n²⁷a²b³c⁴x³y⁴z⁵

75: Multiply 686l²¹m²⁴n²⁷a²b³c⁴ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

75.1: Multiply 686l²¹m²⁴n²⁷a²b³c⁴ * 2a²b³c⁴

Group constants and powers

(686 * 2)(l²¹m²⁴n²⁷a^{2 + 2}b^{3 + 3}c^{4 + 4})

1372l²¹m²⁴n²⁷a⁴b⁶c⁸

75.2: Multiply 686l²¹m²⁴n²⁷a²b³c⁴ * -6x³y⁴z⁵

Group constants and powers

(686 * -6)(l²¹m²⁴n²⁷a²b³c⁴x³y⁴z⁵)

-4116l²¹m²⁴n²⁷a²b³c⁴x³y⁴z⁵

75.3: Multiply 686l²¹m²⁴n²⁷a²b³c⁴ * 7l⁷m⁸n⁹

Group constants and powers

(686 * 7)(l^{21 + 7}m^{24 + 8}n^{27 + 9}a²b³c⁴)

4802l²⁸m³²n³⁶a²b³c⁴

76: Multiply -588l¹⁴m¹⁶n¹⁸x³y⁴z⁵a²b³c⁴ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

76.1: Multiply -588l¹⁴m¹⁶n¹⁸x³y⁴z⁵a²b³c⁴ * 2a²b³c⁴

Group constants and powers

(-588 * 2)(l¹⁴m¹⁶n¹⁸x³y⁴z⁵a^{2 + 2}b^{3 + 3}c^{4 + 4})

-1176l¹⁴m¹⁶n¹⁸x³y⁴z⁵a⁴b⁶c⁸

76.2: Multiply -588l¹⁴m¹⁶n¹⁸x³y⁴z⁵a²b³c⁴ * -6x³y⁴z⁵

Group constants and powers

(-588 * -6)(l¹⁴m¹⁶n¹⁸x^{3 + 3}y^{4 + 4}z^{5 + 5}a²b³c⁴)

3528l¹⁴m¹⁶n¹⁸x⁶y⁸z¹⁰a²b³c⁴

76.3: Multiply -588l¹⁴m¹⁶n¹⁸x³y⁴z⁵a²b³c⁴ * 7l⁷m⁸n⁹

Group constants and powers

(-588 * 7)(l^{14 + 7}m^{16 + 8}n^{18 + 9}x³y⁴z⁵a²b³c⁴)

-4116l²¹m²⁴n²⁷x³y⁴z⁵a²b³c⁴

77: Multiply 1764l¹⁴m¹⁶n¹⁸x⁶y⁸z¹⁰ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

77.1: Multiply 1764l¹⁴m¹⁶n¹⁸x⁶y⁸z¹⁰ * 2a²b³c⁴

Group constants and powers

(1764 * 2)(l¹⁴m¹⁶n¹⁸x⁶y⁸z¹⁰a²b³c⁴)

3528l¹⁴m¹⁶n¹⁸x⁶y⁸z¹⁰a²b³c⁴

77.2: Multiply 1764l¹⁴m¹⁶n¹⁸x⁶y⁸z¹⁰ * -6x³y⁴z⁵

Group constants and powers

(1764 * -6)(l¹⁴m¹⁶n¹⁸x^{6 + 3}y^{8 + 4}z^{10 + 5})

-10584l¹⁴m¹⁶n¹⁸x⁹y¹²z¹⁵

77.3: Multiply 1764l¹⁴m¹⁶n¹⁸x⁶y⁸z¹⁰ * 7l⁷m⁸n⁹

Group constants and powers

(1764 * 7)(l^{14 + 7}m^{16 + 8}n^{18 + 9}x⁶y⁸z¹⁰)

12348l²¹m²⁴n²⁷x⁶y⁸z¹⁰

78: Multiply -2058l²¹m²⁴n²⁷x³y⁴z⁵ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

78.1: Multiply -2058l²¹m²⁴n²⁷x³y⁴z⁵ * 2a²b³c⁴

Group constants and powers

(-2058 * 2)(l²¹m²⁴n²⁷x³y⁴z⁵a²b³c⁴)

-4116l²¹m²⁴n²⁷x³y⁴z⁵a²b³c⁴

78.2: Multiply -2058l²¹m²⁴n²⁷x³y⁴z⁵ * -6x³y⁴z⁵

Group constants and powers

(-2058 * -6)(l²¹m²⁴n²⁷x^{3 + 3}y^{4 + 4}z^{5 + 5})

12348l²¹m²⁴n²⁷x⁶y⁸z¹⁰

78.3: Multiply -2058l²¹m²⁴n²⁷x³y⁴z⁵ * 7l⁷m⁸n⁹

Group constants and powers

(-2058 * 7)(l^{21 + 7}m^{24 + 8}n^{27 + 9}x³y⁴z⁵)

-14406l²⁸m³²n³⁶x³y⁴z⁵

79: Multiply 686l²¹m²⁴n²⁷a²b³c⁴ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

79.1: Multiply 686l²¹m²⁴n²⁷a²b³c⁴ * 2a²b³c⁴

Group constants and powers

(686 * 2)(l²¹m²⁴n²⁷a^{2 + 2}b^{3 + 3}c^{4 + 4})

1372l²¹m²⁴n²⁷a⁴b⁶c⁸

79.2: Multiply 686l²¹m²⁴n²⁷a²b³c⁴ * -6x³y⁴z⁵

Group constants and powers

(686 * -6)(l²¹m²⁴n²⁷a²b³c⁴x³y⁴z⁵)

-4116l²¹m²⁴n²⁷a²b³c⁴x³y⁴z⁵

79.3: Multiply 686l²¹m²⁴n²⁷a²b³c⁴ * 7l⁷m⁸n⁹

Group constants and powers

(686 * 7)(l^{21 + 7}m^{24 + 8}n^{27 + 9}a²b³c⁴)

4802l²⁸m³²n³⁶a²b³c⁴

80: Multiply -2058l²¹m²⁴n²⁷x³y⁴z⁵ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

80.1: Multiply -2058l²¹m²⁴n²⁷x³y⁴z⁵ * 2a²b³c⁴

Group constants and powers

(-2058 * 2)(l²¹m²⁴n²⁷x³y⁴z⁵a²b³c⁴)

-4116l²¹m²⁴n²⁷x³y⁴z⁵a²b³c⁴

80.2: Multiply -2058l²¹m²⁴n²⁷x³y⁴z⁵ * -6x³y⁴z⁵

Group constants and powers

(-2058 * -6)(l²¹m²⁴n²⁷x^{3 + 3}y^{4 + 4}z^{5 + 5})

12348l²¹m²⁴n²⁷x⁶y⁸z¹⁰

80.3: Multiply -2058l²¹m²⁴n²⁷x³y⁴z⁵ * 7l⁷m⁸n⁹

Group constants and powers

(-2058 * 7)(l^{21 + 7}m^{24 + 8}n^{27 + 9}x³y⁴z⁵)

-14406l²⁸m³²n³⁶x³y⁴z⁵

81: Multiply 2401l²⁸m³²n³⁶ by each term in 2a²b³c⁴ - 6x³y⁴z⁵ + 7l⁷m⁸n⁹

81.1: Multiply 2401l²⁸m³²n³⁶ * 2a²b³c⁴

Group constants and powers

(2401 * 2)(l²⁸m³²n³⁶a²b³c⁴)

4802l²⁸m³²n³⁶a²b³c⁴

81.2: Multiply 2401l²⁸m³²n³⁶ * -6x³y⁴z⁵

Group constants and powers

(2401 * -6)(l²⁸m³²n³⁶x³y⁴z⁵)

-14406l²⁸m³²n³⁶x³y⁴z⁵

81.3: Multiply 2401l²⁸m³²n³⁶ * 7l⁷m⁸n⁹

Group constants and powers

(2401 * 7)(l^{28 + 7}m^{32 + 8}n^{36 + 9})

16807l³⁵m⁴⁰n⁴⁵

Step 4 answer = 32a¹⁰b¹⁵c²⁰ - 96a⁸b¹²c¹⁶x³y⁴z⁵ + 112a⁸b¹²c¹⁶l⁷m⁸n⁹ - 96a⁸b¹²c¹⁶x³y⁴z⁵ + 288a⁶b⁹c¹²x⁶y⁸z¹⁰ - 336a⁶b⁹c¹²x³y⁴z⁵l⁷m⁸n⁹ + 112a⁸b¹²c¹⁶l⁷m⁸n⁹ - 336a⁶b⁹c¹²l⁷m⁸n⁹x³y⁴z⁵ + 392a⁶b⁹c¹²l¹⁴m¹⁶n¹⁸ - 96a⁸b¹²c¹⁶x³y⁴z⁵ + 288a⁶b⁹c¹²x⁶y⁸z¹⁰ - 336a⁶b⁹c¹²x³y⁴z⁵l⁷m⁸n⁹ + 288a⁶b⁹c¹²x⁶y⁸z¹⁰ - 864a⁴b⁶c⁸x⁹y¹²z¹⁵ + 1008a⁴b⁶c⁸x⁶y⁸z¹⁰l⁷m⁸n⁹ - 336a⁶b⁹c¹²x³y⁴z⁵l⁷m⁸n⁹ + 1008a⁴b⁶c⁸x⁶y⁸z¹⁰l⁷m⁸n⁹ - 1176a⁴b⁶c⁸x³y⁴z⁵l¹⁴m¹⁶n¹⁸ + 112a⁸b¹²c¹⁶l⁷m⁸n⁹ - 336a⁶b⁹c¹²l⁷m⁸n⁹x³y⁴z⁵ + 392a⁶b⁹c¹²l¹⁴m¹⁶n¹⁸ - 336a⁶b⁹c¹²l⁷m⁸n⁹x³y⁴z⁵ + 1008a⁴b⁶c⁸l⁷m⁸n⁹x⁶y⁸z¹⁰ - 1176a⁴b⁶c⁸l¹⁴m¹⁶n¹⁸x³y⁴z⁵ + 392a⁶b⁹c¹²l¹⁴m¹⁶n¹⁸ - 1176a⁴b⁶c⁸l¹⁴m¹⁶n¹⁸x³y⁴z⁵ + 1372a⁴b⁶c⁸l²¹m²⁴n²⁷ - 96a⁸b¹²c¹⁶x³y⁴z⁵ + 288a⁶b⁹c¹²x⁶y⁸z¹⁰ - 336a⁶b⁹c¹²x³y⁴z⁵l⁷m⁸n⁹ + 288a⁶b⁹c¹²x⁶y⁸z¹⁰ - 864a⁴b⁶c⁸x⁹y¹²z¹⁵ + 1008a⁴b⁶c⁸x⁶y⁸z¹⁰l⁷m⁸n⁹ - 336a⁶b⁹c¹²x³y⁴z⁵l⁷m⁸n⁹ + 1008a⁴b⁶c⁸x⁶y⁸z¹⁰l⁷m⁸n⁹ - 1176a⁴b⁶c⁸x³y⁴z⁵l¹⁴m¹⁶n¹⁸ + 288a⁶b⁹c¹²x⁶y⁸z¹⁰ - 864a⁴b⁶c⁸x⁹y¹²z¹⁵ + 1008a⁴b⁶c⁸x⁶y⁸z¹⁰l⁷m⁸n⁹ - 864a⁴b⁶c⁸x⁹y¹²z¹⁵ + 2592a²b³c⁴x¹²y¹⁶z²⁰ - 3024a²b³c⁴x⁹y¹²z¹⁵l⁷m⁸n⁹ + 1008a⁴b⁶c⁸x⁶y⁸z¹⁰l⁷m⁸n⁹ - 3024a²b³c⁴x⁹y¹²z¹⁵l⁷m⁸n⁹ + 3528a²b³c⁴x⁶y⁸z¹⁰l¹⁴m¹⁶n¹⁸ - 336a⁶b⁹c¹²x³y⁴z⁵l⁷m⁸n⁹ + 1008a⁴b⁶c⁸x⁶y⁸z¹⁰l⁷m⁸n⁹ - 1176a⁴b⁶c⁸x³y⁴z⁵l¹⁴m¹⁶n¹⁸ + 1008a⁴b⁶c⁸x⁶y⁸z¹⁰l⁷m⁸n⁹ - 3024a²b³c⁴x⁹y¹²z¹⁵l⁷m⁸n⁹ + 3528a²b³c⁴x⁶y⁸z¹⁰l¹⁴m¹⁶n¹⁸ - 1176a⁴b⁶c⁸x³y⁴z⁵l¹⁴m¹⁶n¹⁸ + 3528a²b³c⁴x⁶y⁸z¹⁰l¹⁴m¹⁶n¹⁸ - 4116a²b³c⁴x³y⁴z⁵l²¹m²⁴n²⁷ + 112a⁸b¹²c¹⁶l⁷m⁸n⁹ - 336a⁶b⁹c¹²l⁷m⁸n⁹x³y⁴z⁵ + 392a⁶b⁹c¹²l¹⁴m¹⁶n¹⁸ - 336a⁶b⁹c¹²l⁷m⁸n⁹x³y⁴z⁵ + 1008a⁴b⁶c⁸l⁷m⁸n⁹x⁶y⁸z¹⁰ - 1176a⁴b⁶c⁸l¹⁴m¹⁶n¹⁸x³y⁴z⁵ + 392a⁶b⁹c¹²l¹⁴m¹⁶n¹⁸ - 1176a⁴b⁶c⁸l¹⁴m¹⁶n¹⁸x³y⁴z⁵ + 1372a⁴b⁶c⁸l²¹m²⁴n²⁷ - 336a⁶b⁹c¹²l⁷m⁸n⁹x³y⁴z⁵ + 1008a⁴b⁶c⁸l⁷m⁸n⁹x⁶y⁸z¹⁰ - 1176a⁴b⁶c⁸l¹⁴m¹⁶n¹⁸x³y⁴z⁵ + 1008a⁴b⁶c⁸l⁷m⁸n⁹x⁶y⁸z¹⁰ - 3024a²b³c⁴l⁷m⁸n⁹x⁹y¹²z¹⁵ + 3528a²b³c⁴l¹⁴m¹⁶n¹⁸x⁶y⁸z¹⁰ - 1176a⁴b⁶c⁸l¹⁴m¹⁶n¹⁸x³y⁴z⁵ + 3528a²b³c⁴l¹⁴m¹⁶n¹⁸x⁶y⁸z¹⁰ - 4116a²b³c⁴l²¹m²⁴n²⁷x³y⁴z⁵ + 392a⁶b⁹c¹²l¹⁴m¹⁶n¹⁸ - 1176a⁴b⁶c⁸l¹⁴m¹⁶n¹⁸x³y⁴z⁵ + 1372a⁴b⁶c⁸l²¹m²⁴n²⁷ - 1176a⁴b⁶c⁸l¹⁴m¹⁶n¹⁸x³y⁴z⁵ + 3528a²b³c⁴l¹⁴m¹⁶n¹⁸x⁶y⁸z¹⁰ - 4116a²b³c⁴l²¹m²⁴n²⁷x³y⁴z⁵ + 1372a⁴b⁶c⁸l²¹m²⁴n²⁷ - 4116a²b³c⁴l²¹m²⁴n²⁷x³y⁴z⁵ + 4802a²b³c⁴l²⁸m³²n³⁶ - 96x³y⁴z⁵a⁸b¹²c¹⁶ + 288x⁶y⁸z¹⁰a⁶b⁹c¹² - 336x³y⁴z⁵a⁶b⁹c¹²l⁷m⁸n⁹ + 288x⁶y⁸z¹⁰a⁶b⁹c¹² - 864x⁹y¹²z¹⁵a⁴b⁶c⁸ + 1008x⁶y⁸z¹⁰a⁴b⁶c⁸l⁷m⁸n⁹ - 336x³y⁴z⁵a⁶b⁹c¹²l⁷m⁸n⁹ + 1008x⁶y⁸z¹⁰a⁴b⁶c⁸l⁷m⁸n⁹ - 1176x³y⁴z⁵a⁴b⁶c⁸l¹⁴m¹⁶n¹⁸ + 288x⁶y⁸z¹⁰a⁶b⁹c¹² - 864x⁹y¹²z¹⁵a⁴b⁶c⁸ + 1008x⁶y⁸z¹⁰a⁴b⁶c⁸l⁷m⁸n⁹ - 864x⁹y¹²z¹⁵a⁴b⁶c⁸ + 2592x¹²y¹⁶z²⁰a²b³c⁴ - 3024x⁹y¹²z¹⁵a²b³c⁴l⁷m⁸n⁹ + 1008x⁶y⁸z¹⁰a⁴b⁶c⁸l⁷m⁸n⁹ - 3024x⁹y¹²z¹⁵a²b³c⁴l⁷m⁸n⁹ + 3528x⁶y⁸z¹⁰a²b³c⁴l¹⁴m¹⁶n¹⁸ - 336x³y⁴z⁵a⁶b⁹c¹²l⁷m⁸n⁹ + 1008x⁶y⁸z¹⁰a⁴b⁶c⁸l⁷m⁸n⁹ - 1176x³y⁴z⁵a⁴b⁶c⁸l¹⁴m¹⁶n¹⁸ + 1008x⁶y⁸z¹⁰a⁴b⁶c⁸l⁷m⁸n⁹ - 3024x⁹y¹²z¹⁵a²b³c⁴l⁷m⁸n⁹ + 3528x⁶y⁸z¹⁰a²b³c⁴l¹⁴m¹⁶n¹⁸ - 1176x³y⁴z⁵a⁴b⁶c⁸l¹⁴m¹⁶n¹⁸ + 3528x⁶y⁸z¹⁰a²b³c⁴l¹⁴m¹⁶n¹⁸ - 4116x³y⁴z⁵a²b³c⁴l²¹m²⁴n²⁷ + 288x⁶y⁸z¹⁰a⁶b⁹c¹² - 864x⁹y¹²z¹⁵a⁴b⁶c⁸ + 1008x⁶y⁸z¹⁰a⁴b⁶c⁸l⁷m⁸n⁹ - 864x⁹y¹²z¹⁵a⁴b⁶c⁸ + 2592x¹²y¹⁶z²⁰a²b³c⁴ - 3024x⁹y¹²z¹⁵a²b³c⁴l⁷m⁸n⁹ + 1008x⁶y⁸z¹⁰a⁴b⁶c⁸l⁷m⁸n⁹ - 3024x⁹y¹²z¹⁵a²b³c⁴l⁷m⁸n⁹ + 3528x⁶y⁸z¹⁰a²b³c⁴l¹⁴m¹⁶n¹⁸ - 864x⁹y¹²z¹⁵a⁴b⁶c⁸ + 2592x¹²y¹⁶z²⁰a²b³c⁴ - 3024x⁹y¹²z¹⁵a²b³c⁴l⁷m⁸n⁹ + 2592x¹²y¹⁶z²⁰a²b³c⁴ - 7776x¹⁵y²⁰z²⁵ + 9072x¹²y¹⁶z²⁰l⁷m⁸n⁹ - 3024x⁹y¹²z¹⁵l⁷m⁸n⁹a²b³c⁴ + 9072x¹²y¹⁶z²⁰l⁷m⁸n⁹ - 10584x⁹y¹²z¹⁵l¹⁴m¹⁶n¹⁸ + 1008x⁶y⁸z¹⁰l⁷m⁸n⁹a⁴b⁶c⁸ - 3024x⁹y¹²z¹⁵l⁷m⁸n⁹a²b³c⁴ + 3528x⁶y⁸z¹⁰l¹⁴m¹⁶n¹⁸a²b³c⁴ - 3024x⁹y¹²z¹⁵l⁷m⁸n⁹a²b³c⁴ + 9072x¹²y¹⁶z²⁰l⁷m⁸n⁹ - 10584x⁹y¹²z¹⁵l¹⁴m¹⁶n¹⁸ + 3528x⁶y⁸z¹⁰l¹⁴m¹⁶n¹⁸a²b³c⁴ - 10584x⁹y¹²z¹⁵l¹⁴m¹⁶n¹⁸ + 12348x⁶y⁸z¹⁰l²¹m²⁴n²⁷ - 336x³y⁴z⁵l⁷m⁸n⁹a⁶b⁹c¹² + 1008x⁶y⁸z¹⁰l⁷m⁸n⁹a⁴b⁶c⁸ - 1176x³y⁴z⁵l¹⁴m¹⁶n¹⁸a⁴b⁶c⁸ + 1008x⁶y⁸z¹⁰l⁷m⁸n⁹a⁴b⁶c⁸ - 3024x⁹y¹²z¹⁵l⁷m⁸n⁹a²b³c⁴ + 3528x⁶y⁸z¹⁰l¹⁴m¹⁶n¹⁸a²b³c⁴ - 1176x³y⁴z⁵l¹⁴m¹⁶n¹⁸a⁴b⁶c⁸ + 3528x⁶y⁸z¹⁰l¹⁴m¹⁶n¹⁸a²b³c⁴ - 4116x³y⁴z⁵l²¹m²⁴n²⁷a²b³c⁴ + 1008x⁶y⁸z¹⁰l⁷m⁸n⁹a⁴b⁶c⁸ - 3024x⁹y¹²z¹⁵l⁷m⁸n⁹a²b³c⁴ + 3528x⁶y⁸z¹⁰l¹⁴m¹⁶n¹⁸a²b³c⁴ - 3024x⁹y¹²z¹⁵l⁷m⁸n⁹a²b³c⁴ + 9072x¹²y¹⁶z²⁰l⁷m⁸n⁹ - 10584x⁹y¹²z¹⁵l¹⁴m¹⁶n¹⁸ + 3528x⁶y⁸z¹⁰l¹⁴m¹⁶n¹⁸a²b³c⁴ - 10584x⁹y¹²z¹⁵l¹⁴m¹⁶n¹⁸ + 12348x⁶y⁸z¹⁰l²¹m²⁴n²⁷ - 1176x³y⁴z⁵l¹⁴m¹⁶n¹⁸a⁴b⁶c⁸ + 3528x⁶y⁸z¹⁰l¹⁴m¹⁶n¹⁸a²b³c⁴ - 4116x³y⁴z⁵l²¹m²⁴n²⁷a²b³c⁴ + 3528x⁶y⁸z¹⁰l¹⁴m¹⁶n¹⁸a²b³c⁴ - 10584x⁹y¹²z¹⁵l¹⁴m¹⁶n¹⁸ + 12348x⁶y⁸z¹⁰l²¹m²⁴n²⁷ - 4116x³y⁴z⁵l²¹m²⁴n²⁷a²b³c⁴ + 12348x⁶y⁸z¹⁰l²¹m²⁴n²⁷ - 14406x³y⁴z⁵l²⁸m³²n³⁶ + 112l⁷m⁸n⁹a⁸b¹²c¹⁶ - 336l⁷m⁸n⁹a⁶b⁹c¹²x³y⁴z⁵ + 392l¹⁴m¹⁶n¹⁸a⁶b⁹c¹² - 336l⁷m⁸n⁹a⁶b⁹c¹²x³y⁴z⁵ + 1008l⁷m⁸n⁹a⁴b⁶c⁸x⁶y⁸z¹⁰ - 1176l¹⁴m¹⁶n¹⁸a⁴b⁶c⁸x³y⁴z⁵ + 392l¹⁴m¹⁶n¹⁸a⁶b⁹c¹² - 1176l¹⁴m¹⁶n¹⁸a⁴b⁶c⁸x³y⁴z⁵ + 1372l²¹m²⁴n²⁷a⁴b⁶c⁸ - 336l⁷m⁸n⁹a⁶b⁹c¹²x³y⁴z⁵ + 1008l⁷m⁸n⁹a⁴b⁶c⁸x⁶y⁸z¹⁰ - 1176l¹⁴m¹⁶n¹⁸a⁴b⁶c⁸x³y⁴z⁵ + 1008l⁷m⁸n⁹a⁴b⁶c⁸x⁶y⁸z¹⁰ - 3024l⁷m⁸n⁹a²b³c⁴x⁹y¹²z¹⁵ + 3528l¹⁴m¹⁶n¹⁸a²b³c⁴x⁶y⁸z¹⁰ - 1176l¹⁴m¹⁶n¹⁸a⁴b⁶c⁸x³y⁴z⁵ + 3528l¹⁴m¹⁶n¹⁸a²b³c⁴x⁶y⁸z¹⁰ - 4116l²¹m²⁴n²⁷a²b³c⁴x³y⁴z⁵ + 392l¹⁴m¹⁶n¹⁸a⁶b⁹c¹² - 1176l¹⁴m¹⁶n¹⁸a⁴b⁶c⁸x³y⁴z⁵ + 1372l²¹m²⁴n²⁷a⁴b⁶c⁸ - 1176l¹⁴m¹⁶n¹⁸a⁴b⁶c⁸x³y⁴z⁵ + 3528l¹⁴m¹⁶n¹⁸a²b³c⁴x⁶y⁸z¹⁰ - 4116l²¹m²⁴n²⁷a²b³c⁴x³y⁴z⁵ + 1372l²¹m²⁴n²⁷a⁴b⁶c⁸ - 4116l²¹m²⁴n²⁷a²b³c⁴x³y⁴z⁵ + 4802l²⁸m³²n³⁶a²b³c⁴ - 336l⁷m⁸n⁹x³y⁴z⁵a⁶b⁹c¹² + 1008l⁷m⁸n⁹x⁶y⁸z¹⁰a⁴b⁶c⁸ - 1176l¹⁴m¹⁶n¹⁸x³y⁴z⁵a⁴b⁶c⁸ + 1008l⁷m⁸n⁹x⁶y⁸z¹⁰a⁴b⁶c⁸ - 3024l⁷m⁸n⁹x⁹y¹²z¹⁵a²b³c⁴ + 3528l¹⁴m¹⁶n¹⁸x⁶y⁸z¹⁰a²b³c⁴ - 1176l¹⁴m¹⁶n¹⁸x³y⁴z⁵a⁴b⁶c⁸ + 3528l¹⁴m¹⁶n¹⁸x⁶y⁸z¹⁰a²b³c⁴ - 4116l²¹m²⁴n²⁷x³y⁴z⁵a²b³c⁴ + 1008l⁷m⁸n⁹x⁶y⁸z¹⁰a⁴b⁶c⁸ - 3024l⁷m⁸n⁹x⁹y¹²z¹⁵a²b³c⁴ + 3528l¹⁴m¹⁶n¹⁸x⁶y⁸z¹⁰a²b³c⁴ - 3024l⁷m⁸n⁹x⁹y¹²z¹⁵a²b³c⁴ + 9072l⁷m⁸n⁹x¹²y¹⁶z²⁰ - 10584l¹⁴m¹⁶n¹⁸x⁹y¹²z¹⁵ + 3528l¹⁴m¹⁶n¹⁸x⁶y⁸z¹⁰a²b³c⁴ - 10584l¹⁴m¹⁶n¹⁸x⁹y¹²z¹⁵ + 12348l²¹m²⁴n²⁷x⁶y⁸z¹⁰ - 1176l¹⁴m¹⁶n¹⁸x³y⁴z⁵a⁴b⁶c⁸ + 3528l¹⁴m¹⁶n¹⁸x⁶y⁸z¹⁰a²b³c⁴ - 4116l²¹m²⁴n²⁷x³y⁴z⁵a²b³c⁴ + 3528l¹⁴m¹⁶n¹⁸x⁶y⁸z¹⁰a²b³c⁴ - 10584l¹⁴m¹⁶n¹⁸x⁹y¹²z¹⁵ + 12348l²¹m²⁴n²⁷x⁶y⁸z¹⁰ - 4116l²¹m²⁴n²⁷x³y⁴z⁵a²b³c⁴ + 12348l²¹m²⁴n²⁷x⁶y⁸z¹⁰ - 14406l²⁸m³²n³⁶x³y⁴z⁵ + 392l¹⁴m¹⁶n¹⁸a⁶b⁹c¹² - 1176l¹⁴m¹⁶n¹⁸a⁴b⁶c⁸x³y⁴z⁵ + 1372l²¹m²⁴n²⁷a⁴b⁶c⁸ - 1176l¹⁴m¹⁶n¹⁸a⁴b⁶c⁸x³y⁴z⁵ + 3528l¹⁴m¹⁶n¹⁸a²b³c⁴x⁶y⁸z¹⁰ - 4116l²¹m²⁴n²⁷a²b³c⁴x³y⁴z⁵ + 1372l²¹m²⁴n²⁷a⁴b⁶c⁸ - 4116l²¹m²⁴n²⁷a²b³c⁴x³y⁴z⁵ + 4802l²⁸m³²n³⁶a²b³c⁴ - 1176l¹⁴m¹⁶n¹⁸x³y⁴z⁵a⁴b⁶c⁸ + 3528l¹⁴m¹⁶n¹⁸x⁶y⁸z¹⁰a²b³c⁴ - 4116l²¹m²⁴n²⁷x³y⁴z⁵a²b³c⁴ + 3528l¹⁴m¹⁶n¹⁸x⁶y⁸z¹⁰a²b³c⁴ - 10584l¹⁴m¹⁶n¹⁸x⁹y¹²z¹⁵ + 12348l²¹m²⁴n²⁷x⁶y⁸z¹⁰ - 4116l²¹m²⁴n²⁷x³y⁴z⁵a²b³c⁴ + 12348l²¹m²⁴n²⁷x⁶y⁸z¹⁰ - 14406l²⁸m³²n³⁶x³y⁴z⁵ + 1372l²¹m²⁴n²⁷a⁴b⁶c⁸ - 4116l²¹m²⁴n²⁷a²b³c⁴x³y⁴z⁵ + 4802l²⁸m³²n³⁶a²b³c⁴ - 4116l²¹m²⁴n²⁷x³y⁴z⁵a²b³c⁴ + 12348l²¹m²⁴n²⁷x⁶y⁸z¹⁰ - 14406l²⁸m³²n³⁶x³y⁴z⁵ + 4802l²⁸m³²n³⁶a²b³c⁴ - 14406l²⁸m³²n³⁶x³y⁴z⁵ + 16807l³⁵m⁴⁰n⁴⁵

Group all like terms

4a⁴b⁶c⁸ - 12a²b³c⁴x³y⁴z⁵ + 14a²b³c⁴l⁷m⁸n⁹ - 12x³y⁴z⁵a²b³c⁴ + 36x⁶y⁸z¹⁰ - 42x³y⁴z⁵l⁷m⁸n⁹ + 14l⁷m⁸n⁹a²b³c⁴ - 42l⁷m⁸n⁹x³y⁴z⁵ + 49l¹⁴m¹⁶n¹⁸ + 8a⁶b⁹c¹² - 48a⁴b⁶c⁸x³y⁴z⁵ + 56a⁴b⁶c⁸l⁷m⁸n⁹ + 72a²b³c⁴x⁶y⁸z¹⁰ - 84a²b³c⁴x³y⁴z⁵l⁷m⁸n⁹ - 84a²b³c⁴l⁷m⁸n⁹x³y⁴z⁵ + 98a²b³c⁴l¹⁴m¹⁶n¹⁸ - 24x³y⁴z⁵a⁴b⁶c⁸ + 144x⁶y⁸z¹⁰a²b³c⁴ - 84x³y⁴z⁵a²b³c⁴l⁷m⁸n⁹ - 216x⁹y¹²z¹⁵ + 504x⁶y⁸z¹⁰l⁷m⁸n⁹ - 84x³y⁴z⁵l⁷m⁸n⁹a²b³c⁴ - 294x³y⁴z⁵l¹⁴m¹⁶n¹⁸ + 28l⁷m⁸n⁹a⁴b⁶c⁸ - 84l⁷m⁸n⁹a²b³c⁴x³y⁴z⁵ + 196l¹⁴m¹⁶n¹⁸a²b³c⁴ - 84l⁷m⁸n⁹x³y⁴z⁵a²b³c⁴ + 252l⁷m⁸n⁹x⁶y⁸z¹⁰ - 588l¹⁴m¹⁶n¹⁸x³y⁴z⁵ + 343l²¹m²⁴n²⁷ + 16a⁸b¹²c¹⁶ - 144a⁶b⁹c¹²x³y⁴z⁵ + 168a⁶b⁹c¹²l⁷m⁸n⁹ + 432a⁴b⁶c⁸x⁶y⁸z¹⁰ - 504a⁴b⁶c⁸x³y⁴z⁵l⁷m⁸n⁹ - 504a⁴b⁶c⁸l⁷m⁸n⁹x³y⁴z⁵ + 588a⁴b⁶c⁸l¹⁴m¹⁶n¹⁸ - 432a²b³c⁴x⁹y¹²z¹⁵ + 1008a²b³c⁴x⁶y⁸z¹⁰l⁷m⁸n⁹ - 588a²b³c⁴x³y⁴z⁵l¹⁴m¹⁶n¹⁸ + 504a²b³c⁴l⁷m⁸n⁹x⁶y⁸z¹⁰ - 1176a²b³c⁴l¹⁴m¹⁶n¹⁸x³y⁴z⁵ + 686a²b³c⁴l²¹m²⁴n²⁷ - 48x³y⁴z⁵a⁶b⁹c¹² + 432x⁶y⁸z¹⁰a⁴b⁶c⁸ - 336x³y⁴z⁵a⁴b⁶c⁸l⁷m⁸n⁹ - 1296x⁹y¹²z¹⁵a²b³c⁴ + 1512x⁶y⁸z¹⁰a²b³c⁴l⁷m⁸n⁹ - 588x³y⁴z⁵a²b³c⁴l¹⁴m¹⁶n¹⁸ + 1296x¹²y¹⁶z²⁰ - 4536x⁹y¹²z¹⁵l⁷m⁸n⁹ + 1512x⁶y⁸z¹⁰l⁷m⁸n⁹a²b³c⁴ + 5292x⁶y⁸z¹⁰l¹⁴m¹⁶n¹⁸ - 168x³y⁴z⁵l⁷m⁸n⁹a⁴b⁶c⁸ - 1176x³y⁴z⁵l¹⁴m¹⁶n¹⁸a²b³c⁴ - 2058x³y⁴z⁵l²¹m²⁴n²⁷ + 56l⁷m⁸n⁹a⁶b⁹c¹² - 336l⁷m⁸n⁹a⁴b⁶c⁸x³y⁴z⁵ + 588l¹⁴m¹⁶n¹⁸a⁴b⁶c⁸ + 504l⁷m⁸n⁹a²b³c⁴x⁶y⁸z¹⁰ - 1764l¹⁴m¹⁶n¹⁸a²b³c⁴x³y⁴z⁵ + 2058l²¹m²⁴n²⁷a²b³c⁴ - 168l⁷m⁸n⁹x³y⁴z⁵a⁴b⁶c⁸ + 1008l⁷m⁸n⁹x⁶y⁸z¹⁰a²b³c⁴ - 1764l¹⁴m¹⁶n¹⁸x³y⁴z⁵a²b³c⁴ - 1512l⁷m⁸n⁹x⁹y¹²z¹⁵ + 5292l¹⁴m¹⁶n¹⁸x⁶y⁸z¹⁰ - 6174l²¹m²⁴n²⁷x³y⁴z⁵ + 2401l²⁸m³²n³⁶ + 32a¹⁰b¹⁵c²⁰ - 384a⁸b¹²c¹⁶x³y⁴z⁵ + 448a⁸b¹²c¹⁶l⁷m⁸n⁹ + 1728a⁶b⁹c¹²x⁶y⁸z¹⁰ - 2016a⁶b⁹c¹²x³y⁴z⁵l⁷m⁸n⁹ - 2016a⁶b⁹c¹²l⁷m⁸n⁹x³y⁴z⁵ + 2352a⁶b⁹c¹²l¹⁴m¹⁶n¹⁸ - 3456a⁴b⁶c⁸x⁹y¹²z¹⁵ + 8064a⁴b⁶c⁸x⁶y⁸z¹⁰l⁷m⁸n⁹ - 4704a⁴b⁶c⁸x³y⁴z⁵l¹⁴m¹⁶n¹⁸ + 4032a⁴b⁶c⁸l⁷m⁸n⁹x⁶y⁸z¹⁰ - 9408a⁴b⁶c⁸l¹⁴m¹⁶n¹⁸x³y⁴z⁵ + 5488a⁴b⁶c⁸l²¹m²⁴n²⁷ + 2592a²b³c⁴x¹²y¹⁶z²⁰ - 9072a²b³c⁴x⁹y¹²z¹⁵l⁷m⁸n⁹ + 10584a²b³c⁴x⁶y⁸z¹⁰l¹⁴m¹⁶n¹⁸ - 4116a²b³c⁴x³y⁴z⁵l²¹m²⁴n²⁷ - 3024a²b³c⁴l⁷m⁸n⁹x⁹y¹²z¹⁵ + 10584a²b³c⁴l¹⁴m¹⁶n¹⁸x⁶y⁸z¹⁰ - 12348a²b³c⁴l²¹m²⁴n²⁷x³y⁴z⁵ + 4802a²b³c⁴l²⁸m³²n³⁶ - 96x³y⁴z⁵a⁸b¹²c¹⁶ + 1152x⁶y⁸z¹⁰a⁶b⁹c¹² - 1008x³y⁴z⁵a⁶b⁹c¹²l⁷m⁸n⁹ - 5184x⁹y¹²z¹⁵a⁴b⁶c⁸ + 8064x⁶y⁸z¹⁰a⁴b⁶c⁸l⁷m⁸n⁹ - 3528x³y⁴z⁵a⁴b⁶c⁸l¹⁴m¹⁶n¹⁸ + 10368x¹²y¹⁶z²⁰a²b³c⁴ - 18144x⁹y¹²z¹⁵a²b³c⁴l⁷m⁸n⁹ + 14112x⁶y⁸z¹⁰a²b³c⁴l¹⁴m¹⁶n¹⁸ - 4116x³y⁴z⁵a²b³c⁴l²¹m²⁴n²⁷ - 7776x¹⁵y²⁰z²⁵ + 36288x¹²y¹⁶z²⁰l⁷m⁸n⁹ - 18144x⁹y¹²z¹⁵l⁷m⁸n⁹a²b³c⁴ - 63504x⁹y¹²z¹⁵l¹⁴m¹⁶n¹⁸ + 4032x⁶y⁸z¹⁰l⁷m⁸n⁹a⁴b⁶c⁸ + 28224x⁶y⁸z¹⁰l¹⁴m¹⁶n¹⁸a²b³c⁴ + 49392x⁶y⁸z¹⁰l²¹m²⁴n²⁷ - 336x³y⁴z⁵l⁷m⁸n⁹a⁶b⁹c¹² - 3528x³y⁴z⁵l¹⁴m¹⁶n¹⁸a⁴b⁶c⁸ - 12348x³y⁴z⁵l²¹m²⁴n²⁷a²b³c⁴ - 14406x³y⁴z⁵l²⁸m³²n³⁶ + 112l⁷m⁸n⁹a⁸b¹²c¹⁶ - 1008l⁷m⁸n⁹a⁶b⁹c¹²x³y⁴z⁵ + 1568l¹⁴m¹⁶n¹⁸a⁶b⁹c¹² + 3024l⁷m⁸n⁹a⁴b⁶c⁸x⁶y⁸z¹⁰ - 9408l¹⁴m¹⁶n¹⁸a⁴b⁶c⁸x³y⁴z⁵ + 8232l²¹m²⁴n²⁷a⁴b⁶c⁸ - 3024l⁷m⁸n⁹a²b³c⁴x⁹y¹²z¹⁵ + 14112l¹⁴m¹⁶n¹⁸a²b³c⁴x⁶y⁸z¹⁰ - 24696l²¹m²⁴n²⁷a²b³c⁴x³y⁴z⁵ + 19208l²⁸m³²n³⁶a²b³c⁴ - 336l⁷m⁸n⁹x³y⁴z⁵a⁶b⁹c¹² + 3024l⁷m⁸n⁹x⁶y⁸z¹⁰a⁴b⁶c⁸ - 4704l¹⁴m¹⁶n¹⁸x³y⁴z⁵a⁴b⁶c⁸ - 9072l⁷m⁸n⁹x⁹y¹²z¹⁵a²b³c⁴ + 28224l¹⁴m¹⁶n¹⁸x⁶y⁸z¹⁰a²b³c⁴ - 24696l²¹m²⁴n²⁷x³y⁴z⁵a²b³c⁴ + 9072l⁷m⁸n⁹x¹²y¹⁶z²⁰ - 42336l¹⁴m¹⁶n¹⁸x⁹y¹²z¹⁵ + 74088l²¹m²⁴n²⁷x⁶y⁸z¹⁰ - 57624l²⁸m³²n³⁶x³y⁴z⁵ + 16807l³⁵m⁴⁰n⁴⁵

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Group constants and powers

Group constants and powers

Group constants and powers

Group constants and powers

Group constants and powers

Group constants and powers

Group constants and powers

Group constants and powers

Group constants and powers

Group constants and powers

Group constants and powers

Group constants and powers

Group constants and powers

Group constants and powers

Group constants and powers

Group constants and powers

Group constants and powers

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Group constants and powers

Group constants and powers

Group constants and powers

Group constants and powers

Group constants and powers

Group constants and powers

Group constants and powers

Group constants and powers

Group constants and powers

Group constants and powers

Group constants and powers

Group constants and powers

Group constants and powers

Group constants and powers

Group constants and powers

Group constants and powers

Group constants and powers

Group constants and powers

Group constants and powers

Group constants and powers

Group constants and powers

Group constants and powers

Group constants and powers

Group constants and powers

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