Period of Pendulum A vs B: Find Faster Rate

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    Pendulum Period
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Homework Help Overview

The discussion revolves around comparing the periods of two pendulums, A and B, with different lengths and masses. The original poster questions the relevance of mass in determining the period and attempts to calculate the periods based on given times.

Discussion Character

  • Exploratory, Assumption checking

Approaches and Questions Raised

  • Participants explore whether the mass of the pendulum affects the period and question the calculations presented for the periods of both pendulums.

Discussion Status

The conversation is ongoing, with participants seeking clarification on the formula for the period of a simple pendulum. Some guidance has been offered regarding deriving the formula, but there is no consensus on the calculations provided.

Contextual Notes

Participants note that the formula for the period has not been learned yet, which may impact their ability to engage fully with the problem.

CivilSigma
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Homework Statement


Pendulum A is 20 cm long and has a 5g mass on it. Pendulum B is 30 cm long and has 10g mass on it. Which one has a faster period?


Homework Equations



d=v1t+0.5at^2

The Attempt at a Solution



First of all, does the mass of the pendulum matter at all? and if not then it I would need to find the time in both cases and divide by 1 right?

Time Pendulum A= 0.20 s which means that the period is 0.20 s.
Time Pendulum B= 0.25 s which means that the period is o.25 s.

Am I right? Thank you in advance.
 
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sakonpure6 said:
First of all, does the mass of the pendulum matter at all?

Nope.
and if not then it I would need to find the time in both cases and divide by 1 right?
?

Time Pendulum A= 0.20 s which means that the period is 0.20 s.
Time Pendulum B= 0.25 s which means that the period is o.25 s.
Whence these numbers?

Am I right? Thank you in advance.[/QUOTE]

No.
What's the formula for the period of a simple pendulum?
 
I do not know because we have not learned it. >.<
 
sakonpure6 said:
I do not know because we have not learned it. >.<

Then you'll have to derive it from the differential equation relating restoring torque to angular acceleration for small deviational angles.

Really it would be simpler for you to just look it up though.
 

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