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Relative motion

Relative motion

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Explainer Video

Tutor: Ayesha

Summary

Relative motion

In a nutshell

Sometimes, it is useful to know how fast an object is moving when you are moving too. This is harder to do than calculating the speed of an object if you are standing still, you need to take into account your own speed and whether the object is coming towards you or moving away from you.

​


Two objects moving in opposite directions

If there are two objects moving in opposite directions, they are moving towards each other. If the two objects are moving towards each other on the same straight line, then you can figure out their relative motion by adding the speeds of both of the objects together.


Example

​Two cyclists are moving towards each other and are about to collide on the road. If the speed of cyclist A is 5 m/s and the speed of cyclist B is 3 m/s3\ m/s3 m/s​, what is the speed of cyclist B relative to cyclist A?


1.
​5 m/s5 \space m/s5 m/s​​
2.
​3 m/s3\space m/s3 m/s​​​
Science; Forces and motion; KS3 Year 7; Relative motion


As cyclist A and cyclist B are moving in opposite directions on the same road, you can add their speeds to calculate the relative speed of cyclist B.

​relative speed=5+3relative \space speed = 5 + 3relative speed=5+3​​


The relative speed of cyclist B is 8 m/s‾\underline{8\ m/s}8 m/s​​



Two objects moving in the same direction 

If two objects are moving in the same direction, then all you need to do to find the relative motion is subtract the speed of the faster object from the speed of the slower object. 


Example

​Two runners are competing in a race, the first runner is running at a speed of 6 m/s6\ m/s6 m/s​ and the second runner at a speed of 3 m/s3\ m/s3 m/s​. What is the speed of the first runner relative to the second?

1.
​6 m/s6 \space m/s6 m/s​​
2.
​3 m/s3 \space m/s3 m/s​​
Science; Forces and motion; KS3 Year 7; Relative motion


The relative speed is simply the speed of the first runner subtract the speed of the second runner.

relative speed=6−3relative \space speed = 6 - 3relative speed=6−3​​


The relative speed of the first runner is 3 m/s‾\underline{3\ m/s} 3 m/s​​


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Learn with Basics

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Speed: Formula and units

Unit 1

Speed: Formula and units

Motion and speed

Unit 2

Motion and speed

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Relative motion

Unit 3

Relative motion

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FAQs - Frequently Asked Questions

What is relative speed?

Sometimes, it is useful to know how fast an object is moving when you are moving too. This is harder to do than calculating the speed of an object if you are standing still, you need to take into account your own speed and whether the object is coming towards you or moving away from you.

How do I find the relative for objects moving in opposite directions?

If two objects are moving in the same direction, then all you need to do to find the relative motion is subtract the speed of the faster object from the speed of the slower object.

How do I find the relative speed for objects moving in the same direction?

If the two objects are moving towards each other on the same straight line, then you can figure out their relative motion by adding the speeds of both of the objects together.

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