How long after the beginning of moon is the displacement of a harmonically oscillating particle equal to
onh am
period is 24 and particle starts
from rest
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Answer:
Displacement x of SHM, x = a sin( ωt ) .....................(1)
where a is amplitude, ω is angular frequency which is given by ω = 2π/T where T is period of SHM and t is time
if displacement x is half of amplitude, then time taken is calculated using eqn.(1) as given below
(a/2) = a sin [ (2π/ 24) t ]
hence ( π/12 )t = sin-1(1/2) = π/6 or t = 2 s
hope it's helpful to you
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