Question

CAN SOMEONE HELP PLEASE!

A restaurant is serving a special lunch combo meal that includes a drink, a main dish, and a dessert. Customers can choose from 5 drinks, 6 main dishes, and 3 desserts.

How many different combo meals are possible?

Select from the drop-down menu to correctly complete the statement.

Customers can create (14, 39, 60, 120) different lunch combo meals.

Answer 1

Customers can create 90 different lunch combo meals.

To find out, you can use the multiplication principle of counting. There are 5 choices for drinks, 6 choices for main dishes, and 3 choices for desserts. To find the total number of possible combinations, you can multiply the number of choices for each category together:

5 drinks x 6 main dishes x 3 desserts = 90 possible combo meals.

Therefore, customers can create 90 different lunch combo meals.

:)

Answer 2

Customers can create 90 different lunch combo meals.

To find the number of possible combo meals, you can use the multiplication principle, which states that if there are m ways to do one thing and n ways to do another, then there are m x n ways to do both.

Using this principle, the total number of combinations is:

5 (drinks) x 6 (main dishes) x 3 (desserts) = 90

Therefore, there are 90 different lunch combo meals possible.