What is the difference between average speed and average velocity?

AI Thread Summary
Average speed is calculated as total distance divided by total time, resulting in 8.0 m/s for the runner's 2400 m journey over 300 seconds. Average velocity, however, is determined by displacement, which is the difference between the starting and ending points. In this case, the runner's displacement is 800 m east, leading to an average velocity of 2.7 m/s east. The distinction lies in that average speed is a scalar quantity, while average velocity is a vector that considers direction. Understanding displacement clarifies why the runner's average velocity is based on the net change in position rather than the total distance traveled.
physkid1
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hey guys I am very new to physics and its just not making sense at the moment and i know this is a very simple question but i just don't get how to get the velocity ! I've worked out the average speed but i have no idea what the next step is to get the velocity, any hints would be very much appreciated cheers =)

1. 2.A straight track is 1600 m in length. A runner begins at the starting line, runs due east for the full length of the track, turns around, and runs halfway back. The time for this run is five minutes.
What is the runner’s average velocity
and what is his average speed?




2. v=x/t



3. what I've worked out so far is distance is 2400m and 5 minutes is 300s
average speed = 2400m / 300s
= 8.0 m/s
 
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physkid1 said:
hey guys I am very new to physics and its just not making sense at the moment and i know this is a very simple question but i just don't get how to get the velocity ! I've worked out the average speed but i have no idea what the next step is to get the velocity, any hints would be very much appreciated cheers =)

1. 2.A straight track is 1600 m in length. A runner begins at the starting line, runs due east for the full length of the track, turns around, and runs halfway back. The time for this run is five minutes.
What is the runner’s average velocity
and what is his average speed?




2. v=x/t



3. what I've worked out so far is distance is 2400m and 5 minutes is 300s
average speed = 2400m / 300s
= 8.0 m/s

That's good for the average speed - since speed is distance / time.

How do we calculate Velocity?
hint: velocity is a vector.
 
You got speed right, speed is distance over time.
Velocity is actually displacement over time.
 
ok so I've worked out that average velocity = 800m/300s which gives us 2.66 east (rounded up to 2.7) but i don't totally understand why I've used 800m, how is 800m the displacement, i thought the displacement would have been the 1600m in the east direction not 800 back to the west ?
 
physkid1 said:
ok so I've worked out that average velocity = 800m/300s which gives us 2.66 east (rounded up to 2.7) but i don't totally understand why I've used 800m, how is 800m the displacement, i thought the displacement would have been the 1600m in the east direction not 800 back to the west ?

?

You gave the velocity as 2.7 m/s, East [correct]

What do you mean "i thought the displacement would have been the 1600m in the east direction not 800 back to the west ?"

800m East is what you get when you go 1600m East and THEN 800 m back to the West from there.
Moving 800m to the west will not get you West of your original starting position? [because you first went 1600m to the east]

EDIT: Perhaps it would have been clearer if the trip had only included 700m West, so that displacement was 900 East and you would not have been distracted by the numerical values being the same.
 
Last edited:
PeterO said:
800m East is what you get when you go 1600m East and THEN 800 m back to the West from there.
Moving 800m to the west will not get you West of your original starting position? [because you first went 1600m to the east]

ohhhhh that makes total sense =)

the difference between the path of the initial and final position being the definition of displacement

the displacement then is actually 800m east from the initial position (1600 - 800, (800 being halfway back of 1600) as you stated)

thanks heaps =)
 
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