Question

Given the function k(x) = x^2, compare and contrast how the application of a constant, c, affects the graph. The application of the constant must be discussed in the following manners:
k(x + c)
k(x) + c
k(cx)
c • k(x)

Answer 1

You're asian xD you're supposed to know these things

Answer 2

k( x + c)
shift the graph k(x) = x2 a distance "c" units to the left
k(x) + c
shift the graph k(x) = x2 a distance "c" units upward
k(cx)
compress the graph of k(x) =x2 horizontally by a factor of c
c • k(x)
stretch the graph of k(x) =x2 vertically by a factor of c

Answer 3

yes ikik but i dont get it

Answer 4

and@rccb thank you

Answer 5

did this help?

Answer 6

yes but i still am having trouble with it

Answer 7

Rebecca this is amazing

Answer 8

and why is that freak show ?

Answer 9

your asain lol your supposed to know this lol

Answer 10

asian *

Answer 11

oh my bad typing really fast

Answer 12

but that doesnt mean we cant get help to further our intelligence

Answer 13

BOOM but i still need help

Answer 14

haha truuuu

Answer 15

http://openstudy.com/study#/updates/525452b3e4b037f058866156
maybe this will help?