Question

Please Help

Arrange the equations in the correct sequence to find the inverse of
f(x)=y=x-4/33-x

Answer 1

@Hoslos

Answer 2

THw first step is to replace x with y.
Second step is to make y the subject of the formula.

Answer 3

Tiles: Sequence:
33-xy=y-4 ->
33x+4=y(1+x) ->
33x-xy=y+4 ->
33x +4 = y+xy ->
y=f^(-1)(x)= 1+x/ 33x+4 ->
33x- xy=y+4 ->
x=y-4/33-y ->

Answer 4

You made a mistake in the beginning, where it was supposed to be 33y not just 33.

Answer 5

Thats how it is on my test /:

Answer 6

\[x=\frac{ y-4 }{ 33- y}\rightarrow y-4=33x-xy\]
\[y+yx=33x+4\rightarrow y(1+x)=33x+4\]\[y=f ^{-1}(x)=\frac{ 33x+4 }{ 1+x }\]

Answer 7

So, as I said, I initially replaced y with x and made y the subject.

Answer 8

Okay thank you, but im missing the last one that goes in the sequence
/:

Answer 9

You mean the whole sequence you post it or the last line of your sequence?

Answer 10

The last line

Answer 11

Its okay you tried helping me I appreciate it!(: @Hoslos

Answer 12

I know that , but I also want to make sure you do not hold doubts in your brain. I know the answer for the last line though.
It is the substitution of x into y. From which if you make y the subject, you shall get the answer of inverse, which was the one I found.

Answer 13

Hope that satisfied.

Answer 14

Thank you! and yes it does help a lot!!!(: @Hoslos

Answer 15

Glad to hear.