Debbie is not certain of which pizza to order. She can have the medium or large size pizza, with thin or thick dough, replace the regular with hot or garlic sauce; and add one topping if she’d like of mushrooms, onions, peppers, or pepperoni.3. How many different pizzas can Debbie eventually order?4856607882None of these
Question
Debbie is not certain of which pizza to order. She can have the medium or large size pizza, with thin or thick dough, replace the regular with hot or garlic sauce; and add one topping if she’d like of mushrooms, onions, peppers, or pepperoni.3. How many different pizzas can Debbie eventually order?4856607882None of these
Solution
To solve this problem, we need to multiply the number of options in each category together. This is because for each pizza, Debbie has a choice in each category.
- Size: Debbie has 2 options here - medium or large.
- Dough: Debbie has 2 options here - thin or thick.
- Sauce: Debbie has 3 options here - regular, hot, or garlic.
- Topping: Debbie has 5 options here - no topping, mushrooms, onions, peppers, or pepperoni.
So, the total number of different pizzas Debbie can order is 2 (size) * 2 (dough) * 3 (sauce) * 5 (topping) = 60 different pizzas.
So, the answer is "None of these".
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