Question

You and your friends are ordering a pizza from Pizza Hut. There are four crust options, six meat toppings and eight vegetable options. They are running a $5 large pizza promotion where you can choose 1 crust, 1 meat and 1 veggie, how many unique pizzas can be made?

Answer 1

192 unique pizzas

Explanation:

To determine the number of unique pizzas that can be made given the options provided, we need to multiply the number of choices for each category.

Number of crust options: 4

Number of meat topping options: 6

Number of vegetable options: 8

Since you can choose one crust, one meat topping, and one vegetable for each pizza, we can calculate the total number of unique pizzas by multiplying the number of choices in each category:

Total number of unique pizzas = Number of crust options * Number of meat topping options * Number of vegetable options

Total number of unique pizzas = 4 * 6 * 8

Total number of unique pizzas = 192

Therefore, there are 192 unique pizzas that can be made by choosing one crust, one meat topping, and one vegetable from the given options.