Speed vs Velocity: What's the Difference?

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Discussion Overview

The discussion centers around the distinction between speed and velocity, exploring their definitions, implications, and the role of direction in determining velocity. It includes conceptual clarifications and examples to illustrate the differences between the two terms.

Discussion Character

  • Conceptual clarification, Technical explanation

Main Points Raised

  • Some participants propose that velocity is a vector quantity that includes both magnitude and direction, while speed is merely the magnitude of velocity.
  • One participant illustrates that changing direction while maintaining the same speed results in a change in velocity, emphasizing the importance of direction in determining velocity.
  • Another participant adds that a change in direction constitutes acceleration, even if speed remains constant.
  • There is an example provided where walking in the opposite direction of the intended destination demonstrates that having the correct speed does not guarantee reaching the destination if the direction is incorrect.

Areas of Agreement / Disagreement

Participants generally agree on the definitions of speed and velocity, but there are nuances in understanding how changes in direction affect velocity and the concept of acceleration that remain open for further exploration.

Contextual Notes

Some assumptions about the definitions of speed and velocity may depend on specific contexts, and the discussion does not resolve all potential misconceptions regarding acceleration and direction.

jaysun_83
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What is the difference between speed and velocity?
 
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The usual meanings are that velocity is a vector, having magnitude and direction, while speed is just the magnitude of velocity.
 
Suppose you are heading east with a speed of 1 m/s. If you change your direction towards north but keep your speed=1 m/s, then though your speed has not changed, your velocity changes. This is because velocity depends both on the speed with which one is going, and the direction in which he/she is going.
So how does velocity make a difference when used instead of speed? Suppose that you have to go straight north with a speed x m/s to reach a shop. Now you get out of your home and start walking southwards. What is your speed? x m/s. But with this speed, are you ever going to reach your market? No (unless you are brave enough to walk the whole length of earth, to reach that point). Why? If you are traveling with the required speed, what is the problem in reaching the market? The problem is that your direction is wrong or, in other words, your velocity is just opposite to what you should actually have.
So, are you now able to grasp the difference between speed and velocity?

regards
Mr V
 
Mr Virtual said:
Suppose you are heading east with a speed of 1 m/s. If you change your direction towards north but keep your speed=1 m/s, then though your speed has not changed, your velocity changes.

Just to add something that might clear up misconceptions that appear to be common: that change of direction is an acceleration, even though the speed remains constant.
 
Yeah, thanks Mr. Virtual. And thanks for the addition Danger, understanding that change of direction is an acceleration explains a lot to me also.
 
No worries, mate. The whole point is that 'acceleration' is defined as a change of velocity. If either the magnitude or the vector changes, then the term applies.
 

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