the Supreme Choice pizza at Pizza Paradise containing three different meats and three different vegetables. The customer can select any one of the five types of crust. If there are 6 meats and 9 vegetables to choose from, how many different Supreme choices Pizza can be made?

Answer :

The Supreme Choice pizza at Pizza Paradise contains:

-) 3 different types of meat

-) 3 different vegetables

There are:

-) 5 types of crust (the customer can select one of them)

-) 6 types of meat

-) 9 vegetables

How many different Supreme choices Pizza can be made? ​

We can use the combinatory operator.

The customer can choose 3 different types of meat out of 6. The number of possible selections is:

For the crust, the customer can choose 1 of 5 possible types. Then, the number of different ways he can choose the crust is simply 5.

For the vegetables, there are 9 in total, and the customer can choose 3 different types. Again, using the combinatory operator, we have:

So we have 20 possible ways of choosing 3 types of meat, 5 possible ways of choosing 1 type of crust, and 84 different ways to choose 3 different vegetables.

For the total number of different Supreme choices Pizza a customer can make, we take the product:

20*5*84 = 8400

That is, there are 8400 different Supreme choices pizza.

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