We know that the supplement of an angle x is 12 more than twice its complement.
We have to find the complement of the supplement of x.
We start with defining the supplement of x, that is (180-x).
In the same way, the complement of x is (90-x).
Then, the information of the first sentence can be translated as:

We then can find x as:

Then, the supplement of x is:

The complement of x is:
