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In Mathematics / College | 2025-07-03

When ordering a pizza, you have a choice of 2 types of crust: thin crust (T) or hand-tossed (H), a choice of 4 types of sauces: red (R), white (W), barbeque (B), or pesto (PI), and a choice of 3 types of toppings: mushroom (M), onions (O), or green peppers (G). If you are choosing only one of each, list the sample space in regard to the pizzas (combinations of crust, sauces, and toppings) you could pick from. Separate the elements of the sample space with commas.

Asked by castroamanda05

Answer (2)

You can create 24 unique combinations of pizzas based on the choices of crusts, sauces, and toppings. This includes variations like Thin crust with Red sauce and Mushroom, and Hand-tossed with White sauce and Onions. By multiplying the number of choices for each category, we confirm the total number of combinations.
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Answered by Anonymous | 2025-07-04

In this problem, you can create 24 unique pizza combinations based on the choices of crust, sauce, and toppings. The sample space includes every combination, such as TRM (Thin crust, Red sauce, Mushroom) and HWO (Hand-tossed, White sauce, Onions). By multiplying the number of options for each category, you can confirm the total number of combinations. ;

Answered by GinnyAnswer | 2025-07-04