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Sagot :
(a) 15⁶ many distinct pizza varieties are there.
(b) Given that we are heat-sensitive and that there can be no more than three types of jalapeno, 8108520 many different sorts of pizza are possible.
Given that,
A brand-new pizza restaurant offers 15 topping choices and consistent cost, allowing customers to select any six of them. For instance, a customer can choose 4 mushrooms and 2 olives if they just want mushrooms and olives on their pizza.
We have to find
a) How many distinct pizza varieties are there.
b) Given that we are heat-sensitive and that there can be no more than three types of jalapeno, how many different sorts of pizza are possible.
We know that,
(a) we have 6 places to fill form 15 options.
So, each place has 15 choice
Type of pizza possible=15⁶.
(b) No jalapeno used = 14⁶
1 jalapeno used = 14⁵
2 jalapeno used = 14⁴
3 jalapeno used = 14³
Total pizza = 14³+14⁴+14⁵+14⁶
Total pizza = 14³(1+14+14²+14³)
Total pizza = 8108520
Therefore,
(a) 15⁶ many distinct pizza varieties are there.
(b) Given that we are heat-sensitive and that there can be no more than three types of jalapeno, 8108520 many different sorts of pizza are possible.
To learn more about pizza visit: https://brainly.com/question/28943394
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