A movie theater has a super ultra combo meal. It includes the option of a large popcorn, a soda, a slice of pizza, and a box of candy. There are 12 types of toppings for the popcorn, including no topping. There are 5 types of toppings for the pizza, including no topping. The theatre has 16 flavors of soda and 3 types of candy to choose from. How many different super ultra combo meals are there to choose from?
12 * 5 * 16 * 3
To find the total number of different super ultra combo meals, we need to determine the number of choices available for each item and then multiply them together.
1. First, let's consider the toppings for the popcorn. There are 12 types of toppings, including the option of no topping. So, there are 12 different choices for the popcorn topping.
2. Next, we have the pizza topping options. There are 5 types of toppings, including the option of no topping. Therefore, there are 5 different choices for the pizza topping.
3. Moving on to the soda, there are 16 flavors available to choose from.
4. Finally, for the box of candy, there are 3 types to choose from.
To get the total number of different super ultra combo meals, we multiply the number of choices for each item together:
12 (popcorn toppings) x 5 (pizza toppings) x 16 (soda flavors) x 3 (candy types) = 2,880 different super ultra combo meals.
So, there are 2,880 different super ultra combo meals to choose from at the movie theater.