Master Distance-Time Graphs with these Helpful Tips!

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Homework Help Overview

The discussion revolves around graphing distance-time relationships for various scenarios involving constant velocities and rest. Participants are exploring how to accurately represent these situations on a graph, focusing on the appropriate scaling and plotting techniques.

Discussion Character

  • Exploratory, Conceptual clarification, Mathematical reasoning

Approaches and Questions Raised

  • Participants discuss how to set up the axes based on given units and the implications of time duration on graph scaling. There are questions about plotting specific points based on velocity and whether to extend lines with arrows to indicate direction.

Discussion Status

Some participants have offered hints regarding the relationship between slope and velocity, while others are clarifying their understanding of how to plot the points. There is an ongoing exploration of different scaling strategies for the graph, indicating a productive exchange of ideas.

Contextual Notes

Participants are considering how to adjust their graphs based on the distance and time involved, as well as the need for clarity in their representations. There is an acknowledgment of potential confusion regarding the scale and the number of increments used on the axes.

mastershake
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How would you graph these?
A. Starting at the origin, travels at 5m/sec
B.Starting at origin, travels at 7m/sec
C.starting at origin, remains at rest
D. Starting 3 meters from the origin, travels at 5m/sec
I have no idea where to begin.
 
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you are given units, so set each axis according to units given. How long do you need to carry out these graphs? If it is a long time you should adjust your scale accordingly.
 
Hint: Slope of the d VS t graph is its velocity.
 
So, I know that meters would be on the y-axis and seconds on the x-axis, but I don't know how I would plot those given numbers. The slope for A is 5/1, so I would just go up 5 and over 1 then plot the point?
 
Last edited:
mastershake said:
So, I know that meters would be on the y-axis and seconds on the x-axis, but I don't know how I would plot those given numbers. The slope for A is 5/1, so I would just go up 5 and over 1 then plot the point?

That's right.
 
Would I draw the line to the right with an arrow on the end?
 
But if your grapps is for like 100 meters i would personally go up by 5 or 10 meter increments because it would make the graph take up less room, just a thought to keep in mind.
 
It is not a big graph with a lot of numbers, but thanks anyways. Thanks for the help ysk1.
 
I never said it had a lot of numbers what i ment was that it if it was drawn out over a long amount of time and distance i would adjust the axies accordingly. I guess i didnt make myself clear...
 

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