Kevin goes to a restaurant that offers 4 appetizer choices, 4 different meats, 6 vegetables, 4 desserts, and 7 drinks. Assuming he gets one of each, how many different meals could he order?
Responses
A 184
B 504
C 672
D 2688
E 25
Kevin has 4 choices for appetizers, 4 choices for meats, 6 choices for vegetables, 4 choices for desserts, and 7 choices for drinks. Using the multiplication principle, we can multiply the number of choices for each category to find the total number of meal options:
4 * 4 * 6 * 4 * 7 = 1,344
Therefore, Kevin could order 1,344 different meals. The answer is not listed among the choices given.
choose from answers
If none of the given answers is correct, then the correct answer is not among them and needs to be provided.
To find the number of different meals Kevin could order, we need to multiply the number of choices for each category together.
First, there are 4 appetizer choices, 4 different meats, 6 vegetables, 4 desserts, and 7 drinks.
To calculate the total number of different meals, we multiply the number of choices in each category together:
4 (appetizer choices) x 4 (meat choices) x 6 (vegetable choices) x 4 (dessert choices) x 7 (drink choices) = 2688
Therefore, the correct answer is D) 2688.