Average velocity= displacement/time

AI Thread Summary
Average velocity is defined as displacement divided by time, while average speed is total distance divided by time. The key distinction is that velocity is a vector quantity, which includes direction, whereas speed is a scalar quantity that only considers magnitude. An example illustrates this: a runner completing a circular track returns to the starting point, resulting in zero average velocity but a non-zero average speed. This highlights the importance of understanding the difference between these two concepts in kinematics. Overall, the definitions provided are accurate but could be considered incomplete without further context.
jen333
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Hey,

I just some clarification for kinematics:
am i correct to say that:

average velocity= displacement/time
average speed=total distance/time

?
 
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jen333 said:
average velocity= displacement/time
average speed=total distance/time

The difference between velocity and speed is just that velocity is a vector and speed is a scalar. That is, velocity has a direction and magnitude, while speed is just the magnitude. For example, you might say that your speed is 2 m/s, while your velocity is [2,0,0] m/s (or 2 m/s in the x direction).
 
jen333,

Your statement is perhaps "correct enough" if you just want a general distinction between velocity and speed. As a whole what you say is not incorrect, I would rate it as incomplete if this was offered as the definitions for velocity and speed.
 
jen333 said:
Hey,

I just some clarification for kinematics:
am i correct to say that:

average velocity= displacement/time
average speed=total distance/time

?
yes that is absolutely correct.

a person that runs around a circular track and stops where he began has zero average velocity but non-zero average speed.
 
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