Where Did Bill Go Wrong? Tips for Correctly Drawing Velocity vs. Time Graphs

AI Thread Summary
Bill incorrectly drew his velocity vs. time graph despite correctly representing distance and acceleration. The mistake stems from misunderstanding that while the ball accelerates down ramp A, it maintains a constant velocity on the horizontal section, which should not be represented as zero. The graph should reflect this constant velocity as a horizontal line above the x-axis, connecting the two sloped lines. To avoid similar mistakes, it's crucial for Bill to distinguish between acceleration and velocity and take time to analyze the problem thoroughly. Understanding these concepts will help him accurately represent motion in future assignments.
Arlene87
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i am trying to do my physics lab tutorial homework and i am confused about a question that asks..

bill got his distance and acceleration graph right but drew the incorrect velocity vs. time graph shown here.

velocity
|
| / | |\
| / | | \
|_ /__|______ |__\___>
time

((sorry for my crappy triangles lol))

1why.do you think bill made this mistake? what advice would you give him to help him avoid that mistake in the future? how could bill have realized that its wrong?

this is the link of the worksheet its on page 3 (HW2-3) question C.
http://panda.unm.edu/Courses/Saul/Physics1/Tutorials/02_V_and_A_Graph_Tutorial_HW.pdf
 
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I'd suggest to Bill to use a better graphing program o.O

Seriously though :P What is the graph representing?
 
lol sorry it didnt work out to well.. its suppose to be 2 triangles. i posted the link on the post so you can see the actual problem its on page 3.
 
Ok that is much better :) Completely different than what I had originally imagined it, lol.

Ok, so the issue is, the ball is accelerating as it rolls down ramp A, once it reaches the bottom and begins horizontally rolling, its velocity is the same, not 0. Meaning the time between ramp A and ramp B, the velocity doesn't change, but the velocity isn't 0 either, or it would never get to ramp B. So the flat horizontal line should not be along the x axis, but rather at the peak velocity, virtually connecting your two slopped lines.

If you knew that and just looking for the answers of why bill made this mistake, there are many, and all just as relevant since no other information is given. But you could theorize that he assumed he confused the acceleration and velocity graphs, so since the ball is moving at a constant velocity, its acceleration is 0. I would advise Bill to better understand the differences between acceleration and velocity? Or maybe tell him to take more time in answering questions and think it through, since he got the above two graphs correct?

Opinion questions are the best, you could say it was because he was on crack and advise him to quit drugs.
 
:biggrin: you are the best! THANKS! LOL
 
Kindly see the attached pdf. My attempt to solve it, is in it. I'm wondering if my solution is right. My idea is this: At any point of time, the ball may be assumed to be at an incline which is at an angle of θ(kindly see both the pics in the pdf file). The value of θ will continuously change and so will the value of friction. I'm not able to figure out, why my solution is wrong, if it is wrong .
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