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A particle of mass `m` is attached with three springs `A,B` and `C` of equal force constancts `k` as shown in figure. The particle is pushed slightly against the spring `C` and released. Find the time period of oscillation. . |
Answer» Correct Answer - A `OP = x` `/_ POM = /_ PON ~~ 45^(@)` `y = xcos 45^(@) = (x)/(sqrt2)` Net restoring force, `F_(net) = - [kx + 2ky cos 45^(@)]` ` = - (2k)x (as y = (x)/(sqrt2))` `:. k_(e) = 2k` Now, `T = 2pi sqrt((m)/(k_(e)) = 2pi sqrt((m)/(2k))`. |
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