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Franklin is riding his bike around a race track. He knows that the total distance around the track is 1,500 meters. After completing several laps, he finds that his best time is 2 minutes and 30 seconds. What is the rate for this lap in meters per second?

Answer :

Final answer:

Franklin's riding rate is determined by dividing the total distance (1,500 meters) by the total time (2 minutes and 30 seconds converted to 150 seconds); this calculation results in a riding speed of 10 meters per second.

Explanation:

To find Franklin's rate in meters per second, we first need to understand that the rate or speed is calculated by dividing the distance by the time. The distance Franklin rides is 1,500 meters. The time is given in minutes, so we must convert it to seconds for our answer to be in meters per second. Since 1 minute is equivalent to 60 seconds, then 2 minutes equals 120 seconds. Adding 30 seconds to that gives us a total of 150 seconds.

Now we can calculate the rate: Rate = Distance/Time

Substituting in the given values: Rate = 1500 meters / 150 seconds = 10 meters per second. Therefore Franklin's riding rate is 10 meters per second.

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