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The natural ............... |
Answer» Thus the MAGNITUDE of T can be found as FOLLOWS : `implies T/4=K(4x)` `T=(16k)x` Thus equation of motion of mass m is `T= ma` `implies a=- (16 k)/m x` Comparing with `a=-omega^(2) x` we get `omega=sqrt((16 k)/m)` `implies f=omega/(2pi)=1/(2pi) sqrt((16 k)/m)` `=2/pi sqrt(k/m)` |
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