Question

Defined the end behavior of the following function f(x)=-x^5+x^2-x

Answer 1

Explanation:

Note that the highest power of x is 5, which is odd. Also note that the sign of the coefficient of x^5 is negative. Hence, the graph begins in Quadrant II, generally decreasing as x increases, and ends in Quadrant IV.

Answer 2

Answer: the graph of the function starts high and ends low

Explanation:

A P E X