Mathematics: You would like to make a salad that consists of lettuce, tomato, cucumber, and onions. you go to the supermarket intending to purchase one variety of each of these ingredients. you discover that there are nine varieties of lettuce, four varieties of tomatoes, two varieties of cucumbers, and three varieties of onions for sale at the supermarket. how many different salads can you make?

11^2 + 9^2 = c^2 121 + 81 = c^2202= c^2 Square root(202)= square root(c) 14.213= cHypotenuse = 14.213...

You would like to make a salad that consists

kel3194

11.03.2022

216

Step-by-step explanation:

Given : We like to make a salad that consists of lettuce, tomato, cucumber, and onions.

The number of varieties of lettuce = 9

The number of varieties of tomatoes = 4

The number of varieties of cucumbers = 2

The number of varieties of onions = 3

Now, the number of different salads we can make is given by :-

$9\times4\times2\=216$

Hence, we can make 216 different types of salads.

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