Kyle purchased a 20 lb. pumpkin for $5.95. Elizabeth purchased a 15 lb. pumpkin for $5.00. Elijah purchased an 8 oz. pumpkin for $ 0.16. Who got the best deal? Who got the worst deal? What was the cost/lb. for each?

Question

Gwendolyn Benson

Mathematics

16 April, 20:42

Kyle purchased a 20 lb. pumpkin for $5.95. Elizabeth purchased a 15 lb. pumpkin for $5.00. Elijah purchased an 8 oz. pumpkin for $ 0.16. Who got the best deal? Who got the worst deal? What was the cost/lb. for each?

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Answers (1)

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Saige Ali · Answer 1

Kyle purchased a 20 lb. pumpkin for $5.95.

Cost per lb of pumpkin for Kyle = 5.95 / 12 = $0.496.

Elizabeth purchased a 15 lb. pumpkin for $5.00.

Cost per lb of pumpkin for Elizabeth = 5.00/15 = $0.333.

Elijah purchased an 8 oz. pumpkin for $ 0.16.

16 oz = 1 lb

8 oz = 0.5 lb.

Cost per lb of pumpkin for Elijah = 0.16 / 0.5 = $ 0.32.

Cost per lb of pumpkin for Elijah is $ 0.32 is the lowest price per lb of pumpkin. Cost per lb of pumpkin for Kyle is $ $0.496 is the highest price per lb of pumpkin. Therefore, Elijah got the best deal and Kyle got the worst deal.