Question

WILL GIVE MEDAL AND FAN!!! PLEASE HELP.

Dr. Collier summons you over to his table. He wants to demonstrate the graph of a fourth-degree polynomial function, but the batteries in his graphing calculator have run out of juice. Explain to Dr. Collier how to create a rough sketch of a graph of a fourth-degree polynomial function.

Answer 1

Do you know how to find/describe end behavior and intercepts?

Answer 2

do u know what forth degree polynomials are

Answer 3

I have noo clue. Math is my worst subject especially word problems.

Answer 4

just relax forth degree polynomials r those in highest powers of x is up to 4

Answer 5

ohh okayy I know what those aree

Answer 6

like x^4 + x^3 - x^2 +x +4= 0

Answer 7

yeahhh I know what youre talking aboutt.

Answer 8

the graph of 4th degree polynomials have two basic shapes. If the coefficient of x^4 is positive, both ends go up. If the coefficient of x^4 is negative, both ends go down. Anything can happen in the middle, so that's just really to give you an idea of the graph's shape