Question

Two bicycle riders start simultaneously from the same point. Rider A travels at a speed of 16 miles per hour, and Rider B travels at a speed of 20 miles per hour. How far will each bicycle rider go in 15 hours?

A) Rider A will go 240 miles, and Rider B will go 300 miles.
B) Rider A will go 15 miles, and Rider B will go 18.75 miles.
C) Rider A will go 400 miles, and Rider B will go 300 miles.
D) Rider A will go 240 miles, and Rider B will go 270 miles.

Answer 1

By multiplying the speed of each rider by the time traveled, we determined that Rider A will cover 240 miles, and Rider B will cover 300 miles in 15 hours.

Step-by-step explanation:

To determine how far each bicycle rider will go in 15 hours, we need to use the formula for distance, which is distance = speed × time.

For Rider A, with a speed of 16 miles per hour, the calculation would be:

• Distance for Rider A = 16 mph × 15 h = 240 miles

For Rider B, with a speed of 20 miles per hour, the calculation would be:

• Distance for Rider B = 20 mph × 15 h = 300 miles

Therefore, the answer is A) Rider A will go 240 miles, and Rider B will go 300 miles.