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SUMMARY

The discussion focuses on calculating the moment of inertia for a collection of point particles using the equations IH=(mCrC^2 + mHrH^2)x 2 and ID=(mCrC^2 + mDrH^2)x 2. Participants confirm the correctness of these equations and seek clarification on the next steps in the calculation process. The conversation emphasizes the importance of understanding the definitions of variables such as r_H and r_C in the context of the equations provided.

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  • Understanding of moment of inertia concepts
  • Familiarity with equations for point particles
  • Basic knowledge of mass distribution in physics
  • Ability to interpret variable definitions in mathematical equations
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Vanillasyrup
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Homework Statement
From the moment of inertia of C2H2 and C2D2, I have to calculate the C≡C and C-H (C-D) bond lengths. I am confused on how to form the 2 simultaneous equations.
Relevant Equations
rH=
rC=
I really need help with this.
 

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  • Bond length.jpeg
    Bond length.jpeg
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You need to at least show an attempt. What are the relevant equations?
 
Thank you for your reply. This is what I got so far but I am very unsure.
IH=(mCrC^2 + mHrH^2)x 2
ID=(mCrC^2+ mDrH^2)x 2
 

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  • Screenshot 2022-03-06 171600.png
    Screenshot 2022-03-06 171600.png
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What is the moment of inertia for a collection of point particles in general? Does this match what you have written?

Edit: my apologies. I see from the picture in OP how you have defined ##r_H## and ##r_C##. Your moment of inertia equations are correct. What is the next step?
 
Last edited:

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