Question

A veggie wrap at David's Deli is composed of 3 different vegetables and 2 different condiments wrapped up in a tortilla. If there are 6 vegetables, 6condiments, and 5 types of tortilla available, how many different veggie wraps can be made?

Answer 1

To find the possible number of different veggie wraps, you need to use the multiplication principle of counting combinations.

There are three choices for the first vegetable, two left for the second vegetable, and one left for the third vegetable. Therefore, there are 3 x 2 x 1 = 6 ways to choose the three vegetables.

Similarly, there are two choices for the first condiment and one left for the second condiment, so there are 2 x 1 = 2 ways to choose the two condiments.

Finally, there are five choices for the tortilla.

Using the multiplication principle, the total number of different veggie wraps that can be made is:

6 (choices for vegetables) x 2 (choices for condiments) x 5 (choices for tortilla) = 60

Therefore, there are 60 different veggie wraps that can be made with the given options.

Answer 2

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