you are making your own pizza you have 2 types of sauces 3 types of cheese and 5 different toppings if you only choose on type of each ingredient how many different pizzas can you make?
A.) 10 ***
B.) 15
C.) 30
D.) 60
SO WHATS THE ANSWER?!?!?!
To determine the number of different pizzas, we need to multiply the number of options for each ingredient.
Given:
- 2 types of sauces
- 3 types of cheese
- 5 different toppings
To calculate,
Options for Sauce x Options for Cheese x Options for Toppings
= 2 x 3 x 5
= 30
Therefore, you can make 30 different pizzas.
Option C is correct.
To calculate the number of different pizzas you can make, you need to multiply the number of options for each ingredient together. In this case, you have:
- 2 types of sauces
- 3 types of cheese
- 5 different toppings
To get the total number of different pizzas, you would simply multiply these numbers together:
2 (sauces) * 3 (cheeses) * 5 (toppings) = 30
Therefore, the correct answer is C) 30.
No.
Draw a diagram.
To start you out -- you have 5 toppings. Each topping has a choice of 3 different cheeses. That's 15 different pizzas there -- without the sauces.