Question

Select the graph and end behavior description of f(x) = -3 - x6. (2 points)
A)
This is an even function. The end behavior of the graph will increase to the right and to the left.
B)
This is an even function. The end behavior of the graph will decrease to the right and to the left.
C)
This is an even function. The end behavior of the graph will increase to the right and to the left.
D)
This is an even function. The end behavior of the graph will decrease to the right and to the left.

Answer 1

is x^2 an even function?

Answer 2

hold on plz

Answer 3

all even functions have the same basic end behaviour; and all odd functions have the same basic end behaviours; so knowing the graph of x and x^2 really makes this simpler

Answer 4

you would rewrite it first
-6x-3
B and D

Answer 5

ok here is the info u'll need f(x) = -3 - x6. u gotta find the graph for it if you have geogeabra it will be easier

Answer 6

i dont need to find the graph of it, i just have to compare it to an even or odd function that i DO know the graph of

Answer 7

oh idk wht u r talking bout but ok

Answer 8

is x^2 an even or odd function?

Answer 9

odd

Answer 10

no, its not. even powers are even funtion; odd powers are odd functions

Answer 11

never mind i got it but thanks anywyas:)

Answer 12

x^2 is an even function; x^6 is an even function

x^6 behaves like x^2 at the ends

-x^6 behaves like -x^2 at the ends