Question

Question in screenshot

Answer 1

what screenshot

Answer 2

Do you know how to find the inverse?

Answer 3

Not really @Mehek14

Answer 4

Switch P(m) with m

so

\(m = \dfrac{P(m)}{4}+7\)

Answer 5

Now we solve for P(m)

First thing to do is subtract 7

\(m-7=\dfrac{P(m)}{4}\)

Answer 6

Last step is to multiple by 4

4 * m = 4m

4 * -7 = -28

So P(m) or well in your case M(p) = 4p - 28

Answer 7

Thanks for the help @Mehek14

Answer 8

Yw :)