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(2a^2b^3c^4 - 6x^3y^4z^5)^5
(2a^2b^3c^4 - 6x^3y^4z^5 + 7l^7m^8n^9)^5
(2x + 3y)(5a + 6b)
6a(3a^2b^2 - 7x^4y^5)
polynomial zeros of 1,3,5
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Expand (6 + 5a)(7 - 5b)

Step 1: Multiply (6 + 5a) * (7 - 5b)

Note: This is a special expansion which uses FOIL: (First-Outside-Inside-Last)
Step 1.1: Multiply 6 by each term in 7 - 5b

Step 1.1.1: Multiply 6 * 7
Group constants and powers by variable
(6 * 7)
42

Step 1.1.2: Multiply 6 * -5b
Group constants and powers by variable
(6 * -5)(b1)
-30b

Step 1.2: Multiply 5a by each term in 7 - 5b

Step 1.2.1: Multiply 5a * 7
Group constants and powers by variable
(5 * 7)(a1)
35a

Step 1.2.2: Multiply 5a * -5b
Group constants and powers by variable
(5 * -5)(a1b1)
-25ab

Step 1 answer = 42 - 30b + 35a - 25ab

Group all like terms
42 - 30b + 35a - 25ab

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