Alocal pizzeria offers 11 toppings for their pizzas and you can choose any 5 of them for one fixed price. how many different types of pizzas can you order with 5 toppings?

a. 462

b. 120

c. 55,440

d. 332,640

Hello mate!

we have 11 toppings, and you can choose 5 of them.

Then the total possible combinations of pizza with 5 toppings is equal to the combinatory number between 11 and 5 (this is because is the same situation where you use first topping A and after topping B, and where you use first topping B and after topping A, for example)

where the combinatory number between A and B is:

where ,in our case, A is 11 and B is 5.

then we have:

Then the right answer is A = 462, there are 462 pizzas with 5 different toppings from 11 possible ones.

the y will be in still but your answer will be y x 3

step-by-step explanation:

jk: )

d i think

step-by-step explanation: