Question

in polynomials...if a function has a leading coefficient even positive and even(2,4,6...) and an odd degree, the graph will start low and end high..true or false?

Answer 1

@Hero help me plz ^.^

Answer 2

jus know there are four more questions like these...so yeah

Answer 3

\[\large\rm f(x)=ax^n+....a_1x+a_0\]
when `n` is odd and the leading coefficient is positive
then the right end will rise and the left end fall

and when `a` is negative then the right end will fall
and graph will rise to the left \[\large\rm f(x)=-ax^n+....a_1x+a_0\]