What Was Wrong with My Spring Compression Calculation?

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    Compressed Spring
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Homework Help Overview

The discussion revolves around a problem involving the compression of a spring when two boxes of equal mass are released from it. The original poster expresses uncertainty about their calculations and the values of the variables used in their solution.

Discussion Character

  • Exploratory, Assumption checking

Approaches and Questions Raised

  • The original poster attempts to apply conservation of momentum and energy principles to derive the total compression distance of the spring. Some participants question the accuracy of the calculations and suggest that mistakes may have occurred during the process.

Discussion Status

The discussion is ongoing, with participants exploring the potential errors in the original poster's calculations. There is acknowledgment of the need for revision, but no consensus on the specific mistakes has been reached.

Contextual Notes

The original poster notes a lack of specific numerical values for the variables involved, which may impact the clarity of the discussion. Additionally, there is mention of a low grade received on the problem, indicating the importance of understanding the underlying concepts.

madah12
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Homework Statement


there is a problem in my final that I can't actually remember the values of the variables but I got 1 out of 4 grade in it and I was wondering what's wrong with my solution

I am just going to write the variables because I don't know the numbers:

a spring compressed equal distances by two boxes of the same mass the spring is not attached to the boxes when it is released one of the boxes moves with a velocity v calculate the total compression distance of the spring

Homework Equations


The Attempt at a Solution


by the conservation of momentum v1=-v2 and they have the same magnitude
E1=E2
.5k xT^2= .5m(v1)^2 + .5m(v2)^2= mv^2
xT=((2mv^2)/k)^.5

(v_1 ,m and k are given and the spring's mass is negligible )
 
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Well your answer looks good

you must have done some mistake in calculation
 
yes I thought so too I did it so fast I didn't revise the calculations
 

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