THE CALCULATIONS BELOW ARE INCORRECT, WORKING ON A FIX
UPDATE: For 10″ and 12″ thin crust pizzas, the serving size is 1/4 pizza (or 2 radial slices), so adjust accordingly.
Dominos Pizza give nutrition information per radial slice (8 slices =
1 pizza), but, when you order a thin crust pizza, they cut it
So what is the radial slice equivalent of each thin crust slice?
Assume AC=1, and consider triangle ADF. Since AF=1 (radius) and
Since DE=1/2, EF = Sqrt/2-1/2.
By similar argument: EH = Sqrt/2-1/2.
HEF (wedge) is 1/4th of a circle with radius Sqrt/2-1/2. Thus wedge
area = (2-Sqrt)*Pi/8 (approx 0.105223)
ADEB is a square with sides 1/2, and thus has area 1/4 (0.25)
Shapes GHED and CFEB are similar and thus have equal area.
Since wedge area GAC is Pi/4, each shape has 1/2 the remaining area or:
(Sqrt*Pi-2)/16 (approx 0.215087 each)
Dividing into pi (the entire area of the pie, ha ha) and multiplying
by 8 yields the results in the diagram.