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EASY POINTS!


Two runners are training for their next competitions. Each runner is able to run a certain

distance in proportion to the time. The table on the left displays the distance Runner A

can run in relation to the time. Meanwhile, the graph on the right displays the distance

Runner B can run in relation to time.


What are the unit rates for the two runners? Which runner can run faster?

EASY POINTS Two runners are training for their next competitions Each runner is able to run a certain distance in proportion to the time The

Answer :

The unit rate for the speed of Runner A and B is 12 and 15 ft / sec respectively, where Rubber B is faster.

What is unit rate?

A unit rate means a rate for one of something.

Given that, Two runners are training for their next competitions. Each runner is able to run a certain distance in proportion to the time. The table displays the distance Runner A can run in relation to the time. Meanwhile, the graph on the right displays the distance Runner B can run in relation to time. We need to find the unit rates for both runners,

Runner A =

Unit rate = distance / time

= 54 / 4.5

= 12 ft / sec

Therefore, unit rate for the speed of Runner A is 12 ft / sec

Runner B =

According to graph, the Runner B can run 75 ft in seconds

Unit rate = distance / time

= 75 / 5

= 15 ft / sec

Therefore, unit rate for the speed of Runner B is 15 ft / sec

Since, the speed of Runner B is greater than Runner A therefore, Rubber B is faster.

Hence, the unit rate for the speed of Runner A and B is 12 and 15 ft / sec respectively, where Rubber B is faster.

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