Posted by **Twg** on Wednesday, August 12, 2009 at 12:31am.

Suppose that pizzas can be ordered in four sizes (small, medium, large, and Illini-size), with three crust choices (thin, thick, and Chicago style), four choices of meat

(sausage, pepperoni, hamburger, and none) and two types of cheese (regular or double). How many different styles of pizza can be ordered?

- MATH Prob. -
**MathMate**, Wednesday, August 12, 2009 at 8:58am
There are 4 sizes, 3 crusts, 4 meats and 2 cheeses.

Since these are independent choices, the number of styles of pizza would the the product of the possible choices.

4*3*4*2=?

## Answer This Question

## Related Questions

- Math - Suppose that pizzas can be ordered in four sizes(small, medium, large and...
- math - Suppose that pizzas can be ordered in four sizes (small, medium, large, ...
- math - Suppose that pizzas can be ordered in four sizes (small, medium, large, ...
- math - using the fundamental counting principle with three or more groups of ...
- math - using the fundamental counting principle with three or more groups of ...
- math - One weekend, there were 95 pizzas ordered for the sophomore dorm. That ...
- math word problem - Bill likes pepperoni pizza, and Howard like sausage pizza. ...
- 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 ...

More Related Questions