A mass attached to the end of a spring is set in motion. The mass is observed to oscillate up and down, completing 24 complete cycles every 6.00 $. What is the period of the mass' oscillation? period: What is the frequency of the oscillation? frequency: Hz

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The mass's oscillation period is found to be 0.25 seconds.

What is the oscillatory motion's period?

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.

To know more about oscillation's period visit:-

https://brainly.com/question/29678567

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