The thickness of the deep dish can be evaluated by converting

to a decimal.

. We multiply 2(0.1) and get 0.2 feet for the thickness of the deep dish pizza.
The thickness of the thin crust can be evaluated in a similar way.

. 5(0.01) = 0.05 ft for the thin crust pizza.
We don't know how many times bigger the deep dish is, so that is our variable. That gives us:

(the thickness of the thin crust multiplied by an unknown factor equals the deep dish)
Divide both sides by 0.05:

The deep dish is 4 times bigger than the thin crust, which means the thin crust is 4 times smaller than the deep dish.