a.) If a burger joint has 3 different bun styles, 11 different toppings and 4 different sauces, and the order of the toppings does not matter, how many possible burgers can be made? b.) If we consider the fact that different order of toppings is a different burger, how many different burgers can be made? I am completely new to probability and completely confused. However, I think that the first one needs a combination for the toppings, since order doesn't matter. ??

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a.) If a burger joint has 3 different bun styles, 11 different toppings and 4 different sauces, and the order of the toppings does not matter, how many possible burgers can be made? b.) If we consider the fact that different order of toppings is a different burger, how many different burgers can be made? I am completely new to probability and completely confused. However, I think that the first one needs a combination for the toppings, since order doesn't matter. ??

Probability
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for the first one are you allowed to repeat, as in have the same topping twice?
yes. However, I already figured it out. Thanks anyway

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