you would like a salad that consists of lettuce, tomato, cucumber, and peppers. you go to the supermarket intending to purchase one variety of each of these ingredients. you discover that there are eight varities of lettuce, 6 varieties of tomatoes, 3 varities of cucumbers, & 3 varieties of peppers for sale at the supermakret. how many different salads can you make?

The fundamental counting principle states that in order to find the total number of choices, we multiply each number of choices together. This gives us:

8(6)(3)(3) = 48(3)(3) = 144(3) = 432

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andromache andromache · Answer 2 · 2021-12-03T11:35:54+01:00

The number of different salads make is 432.

Given that,

you discover that there are eight varieties of lettuce, 6 varieties of tomatoes, 3 varieties of cucumbers, & 3 varieties of peppers for sale at the supermarket.

Based on the above information, the calculation is as follows:

[tex]= 8\times 6\times 3\times 3 \\\\= 48\times 3\times 3\\\\= 144\times 3 \\\\= 432[/tex]

Therefore we can conclude that The number of different salads make is 432.

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