Explanation Given Information: The first bicyclist pedals at the rate of 40 miles in 3 hours and the other one pedals at the rate of 50 miles in 4 hours. Consider the fractions 40 miles 3 hours and 50 miles 4 hours . Find the LCM of both the denominators: L .C .M . ( 3 , 4 ) = 12 . Now, multiply both numerator and denominator by 4 for the first fraction. 40 miles 3 hours = 40 × 4 miles 3 × 4 hours = 160 miles 12 hours Again, multiply both numerator and denominator by 3 for the second fraction

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Author: sobecki

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Chapter 2.3, Problem 6G

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The faster bicyclist among two where the first bicyclist pedals at the rate of 40 miles in 3 hours and the other one pedals at the rate of 50 miles in 4 hours.

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Chapter 2.3, Problem 5G

Chapter 2.3, Problem 7G

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The faster bicyclist among two where the first bicyclist pedals at the rate of 40 miles in 3 hours and the other one pedals at the rate of 50 miles in 4 hours.

Solution Summary: The author explains that the first bicyclist who pedals at the rate of 40 miles in 3 hours is faster.

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The faster bicyclist among two where the first bicyclist pedals at the rate of 40 miles in 3 hours and the other one pedals at the rate of 50 miles in 4 hours.

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Chapter 2 Solutions