Question

f(x+4) shifts the function f(x), 4 units left on negative x axis. f(x)+4 shifts the function f(x), 4 units up on positive y axis. f(4x) will 1/4th the y coordinate only.( x remains as it is). 4f(x) will increase the y coordinate 4 times(x remains as it is).

Answer 1

medal for anyone who just tells me

Answer 2

i need this done lol i failed it once already

Answer 3

@freckles

Answer 4

@Mehek14

Answer 5

@jabez177

Answer 6

lol ill help

Answer 7

would you be willing to just give me the answer or no?

Answer 8

dont really now much on this but i will try my best can u put it in simpler terms
and where are u from if u dont mind me asking

Answer 9

Given the function f(x) = 3(x − 3)2 + 2, indicate the shifts that will affect the location of the vertex, and explain what effect they will have. Use complete sentences.

f(x+4)
f(x) + 4
f(4x)
4•f(x)

Answer 10

i meant this lmfao

Answer 11

lol wow whas about to say

Answer 12

lol im sorry but can you please give me the answer to that or no

Answer 13

yes i will here

Answer 14

`f(x−h)`
here h is horizontal shift
`f(x) + k` here k is vertical shift
y=a(x-h)^2+k

if h is negative graph will shift h unit to the right
if h is positive graph will shift h unit to the left
if k is positive graph shift k unit p
if k is negative some unit down

Answer 15

that's right?

Answer 16

what ?

Answer 17

dang nnesha was gonna give her the answer

Answer 18

Basically the graph of f(x) is the graph of the expression 6x^2 shifted 3 units to right of the origin and 2 units vertically from origin along the +ve direction of y axis. So vertex of the graph of f(x) will be at the point (3,2)

Answer 19

no i will not trust me.

Answer 20

am i right

Answer 21

hello