Simplify 3(x - 4):
Distribute the 3 to each term in (x-4)
3 * x = (3 * 1)x = 3x
3 * -4 = (3 * -4) = -12
Our Total expanded term is 3x-12
Simplify -6y4(5 - 3y):
Distribute the -6y4 to each term in (5-3y)
-6y4 * 5 = (-6 * 5)y4 = -30y4
-6y4 * -3y = (-6 * -3)y(4 + 1) = 18y5
Our Total expanded term is -30y4 + 18y5
Our new term is
2x2 + 3x - 12 + 3y - 9*(x - 7) - 30y4 + 18y5
Answer
Success!
Since there is no coefficient
our coefficient is 1
This term has no variable, so it is a constant
No exponent exists for this term
our coefficient is 1
This term has no variable, so it is a constant
No exponent exists for this term
↓Steps Explained:↓
Combine like terms for:
2x2 + 3(x - 4) + 3y - 9*(x - 7) - 6y4(5 - 3y)
Combine like terms
Determine the polynomial type
With 1 term, we call this a monomial
Analyze the 1 terms of the monomial
Analyze Term 1
Term 1 is
Since there is no coefficient
our coefficient is 1
This term has no variable, so it is a constant
No exponent exists for this term
Determine the Degree of the Polynomial:
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Related Calculators: Functions-Derivatives-Integrals | Monomials | Greatest Common Factors of Monomials