Asked by Anonymous
Derive a formula for the maximum speed vmax of a simple pendulum bob in terms of g, the length ℓ, and the maximum angle of swing θmax.
Express your answer in terms of the variables g, l, and θmax.
Express your answer in terms of the variables g, l, and θmax.
Answers
Answered by
Elena
θ=θ(max) •sin(ωt+α)
dθ/dt =θ(max) •ω•sin(ωt+α)
(dθ/dt)(max) = θ(max)•ω= θ(max)√(g/L)
v(max) =(dθ/dt)(max) •L = L•θ(max)√(g/L)
dθ/dt =θ(max) •ω•sin(ωt+α)
(dθ/dt)(max) = θ(max)•ω= θ(max)√(g/L)
v(max) =(dθ/dt)(max) •L = L•θ(max)√(g/L)
Answered by
Science
Elena's answer seems to be incorrect
Answered by
Anonymous
v max = sqrt( 2gL( 1−cos(θmax) ) )
Answered by
Anonymous
how to dirive a furmua to find the perimiter of following figures
Answered by
Paige Lee
Well, neither do I 🤔
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