What's gcf of 17pqr and 51pqr^3?
2 answers:
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Degree: 5; leading coefficient: 10
Option D is correct.
Step-by-step explanation:
We need to identify if is a polynomial function, then state its degree and leading coefficient or not.
- Polynomial
A polynomial is an algebraic expression containing two or more terms that have same variables but may have different exponents combined through mathematical symbol(+,-,*or/)
So, is a polynomial function
- Degree of polynomial
The degree of polynomial is the highest degree obtained by sum of all exponents of individual terms in the polynomial.
So, has highest degree 5
Degree = 5
- Leading Coefficient
The leading coefficient is the coefficient of first term of the polynomial.
So, has leading coefficient = 10
So, Leading coefficient = 10
So, Degree: 5; leading coefficient: 10
Option D is correct.
Keywords: Polynomials
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