Question

Check my answer?

http://prntscr.com/cgnvit

Answer 1

@zzr0ck3r

Answer 2

@acxbox22

Answer 3

@kittiwitti1

Answer 4

.

I'm right here.

Answer 5

haha

Answer 6

lol

Answer 7

It says: "the screenshot was removed" o:

Answer 8

one sec ill get another

Answer 9

http://prntscr.com/cgnwmk

Answer 10

The inverse of an equation is found by switching \(x\) and \(y\).

Answer 11

So if you have an equation that says that \(y=3x+4\), your inverse will be \(x=3y+4\). But you still have to find the y-value

Answer 12

Here you are given \(f(x)=2x-10\), also known as \(y=2x-10\).
If you switch the \(x\) with the \(y\) you would get \(x=2y-10\).

Now you need to find what \(y\) by itself is.

Answer 13

You need to to make equation of x from y =2x - 10.
Can you do it?

Answer 14

Your first step to isolating/finding what \(y\) is would be to get \(2y\) alone and \(x\) on the other side:\[\cancel{x}\cancel{-x}-2y=\cancel{2y}\cancel{-2y}-10-x\]\[-2y=-10-x\]

Answer 15

wait so my answer is "True"?

Answer 16

Well, did you solve for the inverse?

Answer 17

yes, i got \[f -\prime (x) = 5+ \frac{ x }{ 2}\]

Answer 18

@kittiwitti1

Answer 19

What is that

Answer 20

f-`(x) lol

Answer 21

f^-1

Answer 22

Oh, this?\[\Large{f^{-1}(x)}\]
Anyway, you got it right ☺ good job

Answer 23

yes. thank you