A lunch menu has 7 different sandwiches, 4 different soups, and 6 different drinks. How many different lunches consisting of a sandwich, a soup, and a drink can you choose? (:
7*4*6=?
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To find the number of different lunches you can choose, you can use the concept of combinations.
First, determine the number of choices for each category:
- Number of sandwich choices: 7 sandwiches
- Number of soup choices: 4 soups
- Number of drink choices: 6 drinks
To get the number of different lunches, you need to find the product of these three numbers because for each sandwich choice, you have a certain number of soup choices, and for each soup choice, you have a certain number of drink choices.
So, the number of different lunches can be calculated by multiplying the number of choices for each category:
7 sandwiches * 4 soups * 6 drinks = 168 different lunches
Therefore, you can choose from 168 different lunches consisting of a sandwich, a soup, and a drink.