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Eyyy,
let's not start with a number,
let's start with .... "a number", say \(\large\rm x\).

Double it: \(\large\rm 2x\)

Cube root the result: \(\large\rm \sqrt[3]{2x-3}\)

Add 4: \(\large\rm \sqrt[3]{2x-3}+4\)
And we need to find the inverse of this? :o
Is that the idea?

i get it now thanls.

i need more help because we have to do the opposite of the function.

So we have to "undo" every step that we made,
and we have to do it in the reverse order.

The last thing we did was `add 4`.
So to find our inverse our FIRST step will be to `subtract 4`

so would it be x-4

What next? Any ideas? :)

divide by 3

Hmm the 3 is being `subtracted`.
Opposite of that would be to `add 3`, yes? :)

add 3

What next?
We have a 2 `multiplying` our y.
How do we undo that? :d

divide each side by 2