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Sagot :
Answer:
2.46 seconds (approximately)
Step-by-step explanation:
use ratio
T2/T1 = T2/3.3=sqrt(5): sqrt(9)
T2=3.3 (sqrt(5/9)=2.46 seconds
The time of oscillation for a pendulum of 5 meters will be 2.46 seconds.
What is a simple pendulum?
A weight suspended from a pivot such that it can freely swing is called a pendulum. Gravity's restoring force will cause a pendulum to accelerate back toward its equilibrium position if it is sideways moved from its resting, equilibrium position.
Given that the time to complete one oscillation of a simple pendulum varies as the square root of the length of the pendulum. it is found that a pendulum 9 meters long makes a complete oscillation in 3.3 seconds.
The time will be calculated as below:-
T2/T1 = T2/3.3=√(5): √(9)
T2=3.3 (√(5/9)=2.46 seconds
Therefore, the time of oscillation for a pendulum of 5 meters will be 2.46 seconds.
To know more about simple pendulums follow
https://brainly.com/question/20693767
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