Determine if the function is a polynomial function. If the function is a polynomial function, state the degree and the leading coefficient. If the function is not a polynomial, state why
A. This is a polynomial function of degree 12 with a leading coefficient of 2. B. This is not a polynomial function as the factors are not all linear. C. This is not a polynomial function because the leading coefficient is negative. D. This is a polynomial function of degree 12 with a leading coefficient of -2.
hello
@mathmate
@Howard-Wolowitz Do you mind if we concentrate on the other problem first? You need to know what a leading coefficient is, which is what I was explaining to you in the other post.
There are 4 cases If the leading coefficient is odd, then the behaviour is |dw:1424296641515:dw| If the leading coefficient is even, then the behaviour is: |dw:1424296719358:dw| These four cases will cover all polynomials.
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