Mr. Reed is buying two mountain bikes for his two sons. Best Bikes is offering the model he wants to purchase for $525, and he can use a coupon for $50 and 5% off each bike. Fast Bikes is selling the same mountain bike model for $559, and he can use a coupon for $100 off each bike. Which store offers the best price? How much money will Mr. Reed save by purchasing both bikes from that store? A) Fast Bikes; $7.75 B) Best Bikes; $7.75 C) Fast Bikes; $15.50 D) Best Bikes; $15.50

Question

Desmond Livingston

Mathematics

18 March, 05:57

Mr. Reed is buying two mountain bikes for his two sons. Best Bikes is offering the model he wants to purchase for $525, and he can use a coupon for $50 and 5% off each bike. Fast Bikes is selling the same mountain bike model for $559, and he can use a coupon for $100 off each bike. Which store offers the best price? How much money will Mr. Reed save by purchasing both bikes from that store? A) Fast Bikes; $7.75 B) Best Bikes; $7.75 C) Fast Bikes; $15.50 D) Best Bikes; $15.50

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Answers (1)

Know the Answer?

Ruby Roberson · Answer 1

the answer is D

Step-by-step explanation:

Best Bikes: $525 - $50 = $475

$475 - 0.05 ($475) = $475 - $23.75 = $451.25 per bike

Best Bikes' price for 2 bikes: 2 ($451.25) = $902.50

Fast Bikes: $559 - $100 = $459

Fast Bikes' price for 2 bikes: 2 x $459 = $918.00

Best Bikes offers the best price.

$918.00 - $902.50 = $15.50