Find acceleration given initial and final velocity, and displacement

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Homework Help Overview

The discussion revolves around calculating the acceleration of an electron in a cathode ray tube, given its initial and final velocities and the distance over which it accelerates. The subject area is kinematics, specifically focusing on uniform acceleration.

Discussion Character

  • Mixed

Approaches and Questions Raised

  • Participants explore different formulas for calculating acceleration, with some suggesting the use of the equation v^2 = u^2 + 2as. There is a debate about the validity of squaring velocities and the appropriateness of dividing by distance in the context of the original formula presented.

Discussion Status

Some participants have provided guidance on the correct formula to use, while others express confusion regarding the calculations and the format required for homework submission. There is no explicit consensus on the correct approach, as different interpretations are being explored.

Contextual Notes

There is mention of a potential issue with the format of the answer being submitted on the homework website, which may be affecting the original poster's ability to receive credit for their answer.

donking225
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1. An electron in the cathode ray tube of a television set enters a region where it accelerates uniformly from a speed of 62300 m/s to a speed of 3.86 × 106 m/s in a distance of 3.17 cm.
What is its acceleration?

2. a = [Vf2 - Vi2] / [2d]



3. a = [(3.86 × 106)m/s2 - 62300m/s2] / [2 * 0.0317m]
I'm getting the answer 2.35(rounded to hundredth place)*1014m/s2 , but it doesn't seem to be correct when I put that answer on my homework. Please help.
 
Last edited:
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Acceleration is rate of change of velocity. It's (vf-vi)/t . Don't square the velocities. And don't divide by the distance.

More applicable formula here would be
v^2=u^2 + 2as (s is the distance)
 
siddharth23 said:
Acceleration is rate of change of velocity. It's (vf-vi)/t . Don't square the velocities. And don't divide by the distance.

More applicable formula here would be
v^2=u^2 + 2as (s is the distance)

Wouldn't you still divide by (2s) anyways based on algebra. To get (a) alone you would subtract u^2 from both sides of the equation and have v^2-u^2= 2as. Then you would divide both sides by (2s) to get (a) alone. Isn't that basically the same as the original equation I had? I'm also confused about what you mean by not squaring the velocities.
 
Last edited:
donking225 said:
1. An electron in the cathode ray tube of a television set enters a region where it accelerates uniformly from a speed of 62300 m/s to a speed of 3.86 × 106 m/s in a distance of 3.17 cm.
What is its acceleration?

2. a = [Vf2 - Vi2] / [2d]



3. a = [(3.86 × 106)m/s2 - 62300m/s2] / [2 * 0.0317m]
I'm getting the answer 2.35(rounded to hundredth place)*1014m/s2 , but it doesn't seem to be correct when I put that answer on my homework. Please help.


The result is correct.

ehild
 
ehild said:
The result is correct.

ehild

That's what I thought too, I guess the only explanation to why I'm getting this wrong on my homework website is that I am entering it in an incorrect format.
 

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