Question

Which statement correctly describes the relationship between the graph of f(x) = 8x and the graph of g(x)= f(x) −1 ?

A. The graph of​ g(x) ​is the graph of ​ f(x)​​ translated 1 unit right​​.

B. The graph of g(x) ​is the graph of ​ f(x) ​ ​​translated 1 unit left.

C. The graph of g(x) is the graph of f(x) translated 1 unit down.

D. The graph of​ g(x) ​is the graph of f(x) ​​​​translated 1 unit up.

Answer 1

Could I help you?

Answer 2

I don't mind as long you know the answer.

Answer 3

Of course I don't mind!
I will never hesitate to give a helping hand!

Are you familiar with that?

Answer 4

Not really.
I've never been good at math.

Answer 5

You will be good In Sha' Allah.
Just do your best and have the hope!

For an example:
If we have \(f(x)=x^2\); then:

1.\([x^2+1]\) will be shifted up (in the positive direction of y-axis) one step.
2.\([x^2-1]\) will be shifted down (in the negative direction of y-axis) one step.

3.\((x+1)^2\) will be shifted to the left (in the negative direction of x-axis) one step.
3.\((x-1)^2\) will be shifted to the right (in the positive direction of x-axis) one step.

https://www.desmos.com/calculator/rztbbxv0bz
and this is to see it with your eyes and feel it!

I hope you got the idea!