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Question 2 1 pts Steve drives to his friends house in Seattle, a distance of 122 miles. On the way there, he drives one-half of the distance at a speed of 37 mi/h, and then he drives the last half of the distance at a speed of 71 mi/h. What is Steves average speed (in mi/h) for the whole trip?
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Answer #1

When two different speeds are given and these two different speeds are used to travel the same distance, then,

The formula for calculating avg speed is,

avg. speed = 2 * a * b / a + b

where a and b are the two speeds given in the question.

In our case, a = 37 mi/h and b = 71 mi/h

Therefore,

avg speed = 2 * 37 * 71/ 37 + 71

= 48.64 mi/h

Hence the avg speed of Steve during his entire journey is 48.64 mi/h.

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