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Carmen rides her bicycle at a constant rate to the market. When she rides her bicycle back home along the same route, she bikes at three-quarters the rate she biked to the market. If the trip home takes 12 minutes longer than the trip to the market, how many minutes does it take Carmen to bike home? 16 min 28 min 36 min 48 min.

User Cyroxx
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2 Answers

12 votes

It can be easily assumed that most information are already given in the question. Based on that information, the answer can be deduced.

rt = [(3/4)r] * (t + 12)

4rt = 3r (t + 12)

4rt = 3rt + 36r

4rt - 3rt = 36r

rt = 36r

t = 36

From the above deduction, we can conclude that the time taken by Carmen to ride to the market is 36 minutes

Then

Time taken by Carmen to ride home = 36 + 12 = 48 minutes

User Ryan Ginstrom
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4.4k points
9 votes

Answer:

the answer is D on edge!

Explanation:

User James Woolfenden
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