The mass's oscillation period is found to be 0.25 seconds.
The amount of time it takes for an object to move to and fro or back and forth around a fixed point is known as the oscillatory motion's period.
Following are some instances of this kind of motion (oscillatory motion);
Motion of a straightforward pendulum, a loaded spring, a hung test tube, etc.
Time period is the length of time it takes the body to complete one oscillation.
That is the time that passes throughout each oscillation cycle.
T = t / n
where;
n is the number of oscillations, and
t is the motion's duration.
T=6 seconds divided by 24 cycles
T = 0.25 of a second.
As a result, the time of motion and the number of cycles affect the oscillation's period.
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