Posted by Kim on Wednesday, February 20, 2013 at 9:43pm.
for n elements, the number of subsets = 2^n
2^n = 65550
by trial and error
2^10 = 1024
2^15 = 32768
2^16 = 65536
They have 16 toppings
They would be able to make 65536 different kinds, which would include no toppings at all, YUK
and the works, WOW (16 toppings ?)
Related Questions
precalculus - Luigi sells one size of pizza but he claims that his selection of ...
math - Bill orders 8 pizzas, each with pepperoni (and possibly other toppings as...
math - Suppose that Bill orders 8 pizzas, each with pepperoni (and possibly ...
math - Suppose that Bill orders 8 pizzas, each with pepperoni (and possibly ...
math word problem - Suppose that Bill orders 8 pizzas, each with pepperoni (and ...
Intro to probability - A certain pizza restaurant offers three different sizes ...
math - a restaurant offered pizza with 3 types of crust and 7 different ...
algebra - how many different pizzas can be made if a pizza shop has 6 meat ...
MATH 12 HELP!! - a pizza store offers 15 different toppings on its pizzas. what ...
math - using the fundamental counting principle with three or more groups of ...
For Further Reading