Question

Graph y = 4x – 3 as a translation of its parent function.

Answer 1

@Mehek14

Answer 2

@sleepyjess

Answer 3

@ILovePuppiesLol

Answer 4

parent function?

Answer 5

yes

Answer 6

@ILovePuppiesLol

Answer 7

@Preetha

Answer 8

@myininaya

Answer 9

@Michele_Laino

Answer 10

Is there a stretch from the parent function?
Is there a shift from the parent function?
Is there a reflection from the parent function to this function?

Answer 11

How would i know that?

Answer 12

\[y=f(x) \text{ let's call this the parent function } \\ \]
\[\text{ Let } c>0 \\ y=f(x+c) \text{ shifts the graph of } f(x) \text{to the left } c \text{ units } \\ y=f(x-c) \text{ shifts the graph of } f(x) \text{ to the right } c \text{ units }\]

\[y=f(x)+c \text{ shifts the graph of } f(x) \text{ up } c \text{ units } \\ y=f(x)-c \text{ shifts the graph of } f(x) \text{ } c \text{ units down }\]

so do you think you have any kind of shift?
also do you know the parent function?

Answer 13

down

Answer 14

\[y=K f(x) \text{ then } \\ \text{ if } K>1 \text{ then the graph of } f(x) \text{ is stretched in the } y-\text{ direction } \\ \text{ if } 0<K<1 \text{ the graph of } f(x) \text{ is compressed }\]

Answer 15

If K is negative that will involved a reflection too

Answer 16

https://api.agilixbuzz.com/Resz/~Ey6YBAAAAAgj3DsC1MYvEB.QYvxALS0llKhWQoJUZakwC/19809088,B84/Assets/assessmentimages/alg%202%20pt%202%20u4l4%203.jpg
https://api.agilixbuzz.com/Resz/~Ey6YBAAAAAgj3DsC1MYvEB.QYvxALS0llKhWQoJUZakwC/19809088,B84/Assets/assessmentimages/alg%202%20pt%202%20u4l4%201.jpg
https://api.agilixbuzz.com/Resz/~Ey6YBAAAAAgj3DsC1MYvEB.QYvxALS0llKhWQoJUZakwC/19809088,B84/Assets/assessmentimages/alg%202%20pt%202%20u4l4%204.jpg
https://api.agilixbuzz.com/Resz/~Ey6YBAAAAAgj3DsC1MYvEB.QYvxALS0llKhWQoJUZakwC/19809088,B84/Assets/assessmentimages/alg%202%20pt%202%20u4l4%202.jpg
These are my options

Answer 17

So do you know the parent function of y=4x-3 ?

Answer 18

hmm... none of those are the answer...

Answer 19

no i dont im still kinda confused

Answer 20

Thats why im confused

Answer 21

just so you know you posted

"Graph y=4x-3 ..."

Answer 22

this is a line
none of those are lines

Answer 23

Graph y = 4^x – 3 as a translation of its parent function. sorry the x is an exponent

Answer 24

@myininaya

Answer 25

do you know what the graph of y=4^x looks like?

Answer 26

if not you might remember what the graph of y=e^x looks like?

Answer 27

draw either
and move the graph 3 units down as you suggested earlier
what graph in your options is most close to what you drew ?

Answer 28

so what option would it be

Answer 29

yep that works

Answer 30

so what option would it be? for the parent

Answer 31

or we suppose to graph the parent function or graph y=4^x-3 using the parent function?

Answer 32

the directions say graph y=4^x-3 ....

Answer 33

Graph y = 4^x – 3 as a translation of its parent function.

Answer 34

the parent function looks like this:

Answer 35

if you drag that down 3 units what do you get

Answer 36

the graph you posted

Answer 37

ok thank you

Answer 38

can you help me with a few more problems?

Answer 39

maybe

Answer 40

ok want me to just keep this post going?

Answer 41

Solve the question below.
https://api.agilixbuzz.com/Resz/~Ey6YBAAAAAgj3DsC1MYvEB.QYvxALS0llKhWQoJUZakwC/19809088,B84/Assets/assessmentimages/alg%202%20pt%202%20u4l2%202.jpg

–217

6

–6

–343

Answer 42

@myininaya

Answer 43

sorry someone else hit me up just now

Answer 44

ok so you cant help or you can?

Answer 45

can you just help me really quick

Answer 46

we can skip a lot of work if you know that f(g(x))=x
where f and g are inverses

Answer 47

ok so what would my answer be?

Answer 48

ok if you don't know how to use that
then find the inverse function of g

Answer 49

that is solve \[y=\sqrt[3]{x+1}\]
for x

Answer 50

what is the inverse?

Answer 51

I dont really know how to solve that

Answer 52

@myininaya

Answer 53

can you try cubing both sides and see what happens