Period of a Pendulum | Calculate in 1.2s

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    Pendulum Period
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The discussion clarifies that the period of a pendulum is the total time it takes to complete one full swing from one extreme position to the other and back again. In the example given, the pendulum takes 1.2 seconds to move from position L to R and back to the mean position S, indicating that the full period is actually 1.6 seconds. Participants emphasize the importance of understanding the physics behind the motion to avoid confusion. The conversation also touches on breaking down the swing into segments to better grasp the concept of periods. Overall, the thread provides a clear explanation of how to calculate the period of a pendulum.
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I am getting confused regarding what a 'period' in a pendulum is.
In a recent Olympiad/Exam I was given this question...
Can you please give me the method in which it can be done
so that I can solve these type of questions with ease if they
appear in future...
Thanks :smile:
A Pendulum oscillates between positions L and R as shown in the figure. It takes 1.2 s to go from L to R and back to the mean position S what is the PERIOD of the pendulum?
9rrldv.jpg


From my point of view the answer should be 1.6 seconds...
that's what I wrote as an answer but I'm not very
sure so I just want to confirm...:redface:


Thanks a Lot!:smile:
 
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The period of the pendulum it the time it takes to complete a single swing.

I know that sounds obvious - but when you get confused you should return to the actual physics of the situation and then build the math.

That is a really bad picture :)
A whole swing goes from L to R then back to L again.
(if it starts at L that is)

L -> R is half a period
L -> S is a quarter period.

So if that was your reasoning, you did well.

Extend yourself:
If you put an additional point P half-way between L and S, what proportion of the period is the time to swing from L to P?
 
Thnx a Lot Simon Sir!
I didn't know what a period is (i'm just in the 6th grade :P) so I
assumed it is something like L - S - R - S - L...
Thnx for the clarification :smile:
 
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