ANSWER:
$60
Explanation:
In this case we must propose a system of equations to be able to find the answer:
Let x be the number of dogs and y the number of cats, with the statement we propose the following equations

we replace and we have:

Now, knowing that I take care of 12 cats, we can know how much I collect because for each cat he charges $ 5

In total I charge $ 60 with the cats