Question

Difficulty: EasyMeasurement of Time

A student records the time taken for a simple pendulum to complete 2020 complete oscillations as 30 s30\text{ s}. What is the period of oscillation of the pendulum, in seconds?

Answer: 1.5 s

Answer

The period of oscillation of the pendulum is 1.5 s1.5\text{ s}.
The period of oscillation (TT) is the time required for one complete cycle. Dividing the total time (30 s30\text{ s}) by the number of oscillations (2020) gives 1.5 s1.5\text{ s}.

Step-by-Step Solution

1
Identify the given values for total time and total number of oscillations.
Total time t=30 st = 30\text{ s} and number of oscillations N=20N = 20.
The period is defined as the time taken for a single complete oscillation.
2
Divide the total time by the number of oscillations to calculate the period.
T=30 s20=1.5 sT = \frac{30\text{ s}}{20} = 1.5\text{ s}.
Applying the period formula T=tNT = \frac{t}{N} yields the duration of one period.

Key Concept

Period of Oscillation
Estimated Time:45s
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