Answer:
AB = 23.6
BC = 18.5
CD = 23.6
DA = 18.5
Explanation:
4.
Both sets of opposite sides are parallel, so this is a parallelogram.
In parallelogram ABCD:
AB≅CD
AD≅BC
Knowing that, you can write 2 equations with the given information:

You can solve whichever one you want, but I'll do both to be sure.

Now for the second one:

a = 22, so now you can solve for the side lengths.
