Rating speeds from least to greatest from a position time graph

  • #1
Ineedhelpwithphysics
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Homework Statement
(E) Rank the values of the particles speed at points P, Q, R, S from fastest to slowest
Relevant Equations
Speed = distance/time
My answer is R > P > Q = S

Since R is more steeper than P the speed is greater, speed is a non-negative unit so i assume that speed of R will be greater than P
Speed of P has a positive slope, also the magnitude is positive.
Q and S are the same due to the fast that they both horizontal slopes which means the object is not moving which means no speed.

This is my work , correct me if i'm wrong, thanks ^^^
1706021404345.png
 
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  • #2
Ranking and explanations look good.
 
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1. How do you determine the speed from a position-time graph?

To determine the speed from a position-time graph, you need to look at the slope of the graph. The steeper the slope, the greater the speed. If the slope is horizontal, the speed is zero.

2. What does a negative slope on a position-time graph indicate?

A negative slope on a position-time graph indicates that the object is moving in the negative direction. The greater the negative slope, the greater the speed in the negative direction.

3. How can you compare speeds from a position-time graph?

You can compare speeds from a position-time graph by comparing the steepness of the slopes. A steeper slope indicates a greater speed, while a shallower slope indicates a slower speed.

4. Can you have a negative speed on a position-time graph?

Yes, you can have a negative speed on a position-time graph. A negative speed indicates that the object is moving in the negative direction, which is represented by a negative slope on the graph.

5. Is it possible to have a speed of zero on a position-time graph?

Yes, it is possible to have a speed of zero on a position-time graph. A speed of zero is indicated by a horizontal line on the graph, which means the object is not moving at that point in time.

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