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The distabce travelled in a time, t by a...

The distabce travelled in a time, t by a particle moving along `x`-axis according to an equation `x = A cos omegat` is given by `S = nA +S_(0)`, when time `t` can be written as `t =n((T)/(4)) +t_(0)` such that `t_(0) lt T//4` and distance travelled in that `t_(0)` is `S_(0)`.
The distance `S` is, when 'n' is even number:

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The distabce travelled in a time, t by a particle moving along x -axis according to an equation x = A cos omegat is given by S = nA +S_(0) , when time t can be written as t =n((T)/(4)) +t_(0) such that t_(0) lt T//4 and distance travelled in that t_(0) is S_(0) . The distance S is, when 'n' is odd number.

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