Martin Runs 100 Meters In 15 Seconds. What Is The Equation For D, The Distance In Meters That Martin Covers Per Second?

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Martin Runs 100 Meters In 15 Seconds. What Is The Equation For D, The Distance In Meters That Martin Covers Per Second?. Set up the equation for distance per second. The equation for d, the distance in meters that martin covers per second, is d × 15 = 100.

A runs 100 meters in 11 seconds and B runs 100 meters in 12 seconds
A runs 100 meters in 11 seconds and B runs 100 meters in 12 seconds from www.toppr.com

Here, the distance covered by martin is 100. \[ \text{total distance} = 100 \text{ meters} \]. The original speed of the runner =.

To Find This, We Can Calculate Martin's Speed In Meters Per Second By Dividing The Total Distance By The Total Time Taken.


Distance = speed × time. This speed will be the distance d covered in one second. Time (t) = 15 seconds;

Here, The Distance Covered By Martin Is 100.


An equation is a formula that expresses the equality of two expressions, by. The distance covered by the runner = 100 m. Martin runs 100 meters in 15 seconds.

To Find The Distance \( D \) That Martin Covers Per Second, We Use The Formula For Speed:


Time taken by him = 15 sec. The equation for d, the distance in meters that martin covers per second, is d × 15 = 100. The distance martin covers per second can be found by dividing the total.

Set Up The Equation For Distance Per Second.


Distance = speed × time here, the distance covered by martin is 100 meters, and. \[ \text{total distance} = 100 \text{ meters} \]. What is the equation for d , the distance in meters that martin covers per second?

\[ D = \Frac{\Text{Total Distance}}{\Text{Total Time}} \] Given:


Distance (d) = 100 meters; To find the equation for d, the distance in meters that martin covers per second, we need to use the formula: The original speed of the runner =.

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