A restaurant offers a dinner special where a customer can get an appetizer, an entrée, and a dessert all for one price. How many different dinner specials are possible if there are a choice of 6 appetizers, 12 entrees, and 8 desserts?
Question
A restaurant offers a dinner special where a customer can get an appetizer, an entrée, and a dessert all for one price. How many different dinner specials are possible if there are a choice of 6 appetizers, 12 entrees, and 8 desserts?
Solution
To find the total number of different dinner specials possible, you need to multiply the number of choices for each course together. This is because for each appetizer, you have 12 choices of entrees and 8 choices of desserts.
So, the calculation is as follows:
6 appetizers * 12 entrees * 8 desserts = 576 different dinner specials possible.
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