Patrickas
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Homework Statement
80kg mass man is swinging on a swing. His amplitude is 1m. in 60 seconds he does 15 swings. Find the potential and kinetic energy after 1/12 period.
The discussion revolves around calculating the potential and kinetic energies of an 80 kg man swinging on a swing with a 1 m amplitude. The problem specifies that he completes 15 swings in 60 seconds, and participants are tasked with finding the energies after 1/12 of a period.
Some participants have provided guidance on showing full calculations to identify errors, while others suggest simplifying the approach to finding velocity and energy. Multiple interpretations of the problem setup and calculations are being explored, but no consensus has been reached.
Participants note potential complications in their calculations and question the assumptions made regarding the swing's length and the relationship between distance and time. There is an acknowledgment of the timing of posts affecting response rates.
Patrickas said:Homework Statement
80kg mass man is swinging on a swing. His amplitude is 1m. in 60 seconds he does 15 swings. Find the potential and kinetic energy after 1/12 period.
Homework Equations
W(p)=mgh or kx^2/2 W(k)=mv^2/2 W(max)=Fr^2mg/2l
The Attempt at a Solution
i Found out that maximum energy is 100J. But when i am calculating energy of petencial or kinetic i get 1/3 or 2/3 of maximum...or something even more horrid. =]
Patrickas said:oh c'mon! there must be someone out there knowing how to do this...
… you can't post around 2am New York time and expect an answer 4 hours later! tiny-tim said:Hi Patrickas!
(try using the X2 tag just above the Reply box)
erm… you can't post around 2am New York time and expect an answer 4 hours later!
anwyay, show us your full calculations, and then we'll see what went wrong, and we'll know how to help.![]()
tiny-tim said:Show us your full calculations, and then we'll see what went wrong, and we'll know how to help.![]()

tiny-tim said:Hi Patrickas!
You're making this very complicated.
You know T = 4, A = 1, and so distance x = 1*cos(2πt/4).
So you can find v … then KE = 1/2 mv2, and PE = … ?![]()