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A person has eight shirts, three belts, five pairs of pants, and two pairs of shoes. If an outfit consists of one shirt, one belt, one pair of pants, and one pair of shoes, how many different outfits can the person make?

Which three simpler examples could be used to help solve the given problem?

Choose 3 answers

A. There are six flavors of ice cream at the store. How many different double-scoop cones can be made with two different flavors in any order?

B. A person has three shirts and two sweaters. If the shirts can be worn with either sweater, how many different shirt/sweater outfits are there?

C. A pizza parlor offers five meat toppings. How many different pizzas can be ordered with two or fewer meat toppings?

D. A person has six shirts, three belts, four pairs of pants, and two pairs of shoes. How many items does the person have altogether?

E. An ice cream store has three flavors of ice cream and two toppings. How many different ways can someone order a scoop of ice cream and a topping?

F. How many different outcomes are possible if a student tosses a coin and rolls a six-sided number cube?

 

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