Question: How does the time period get affected if a pendulum clock is taken to higher altitudes give the reason?

At a higher altitude, the value of gravity decreases. As it is inversely proportional, the period of the pendulum will increase. So, it will gain time when taken to high altitude.

What is the effect on time period of a simple pendulum with altitude?

Because the strength of Earth’s gravitational field is not uniform everywhere, a given pendulum swings faster, and thus has a shorter period, at low altitudes and at Earth’s poles than it does at high altitudes and at the Equator.

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When a pendulum clock at sea level is taken to the top of a high mountain it will group of answer choices?

Since, time period is inversely proportional to square root of acceleration due to gravity, decrease in the gravity increases the time period. So, the pendulum takes more time to complete one oscillation on the mountain when compared to that of the sea level. Thus, the pendulum becomes slightly slower.

When a pendulum clock that is accurate at sea level is moved high into the mountains does it move faster move slower or keep the same speed?

The period of a pendulum clock is inversely proportional to the square root of g. When taken to high altitude, the value of g will decrease (by a small amount), which means the period will increase. If the period is too long, the clock is running slow and so will LOSE time.

How does the release height of a pendulum affect the period?

The longer the length of string, the farther the pendulum falls; and therefore, the longer the period, or back and forth swing of the pendulum. The greater the amplitude, or angle, the farther the pendulum falls; and therefore, the longer the period.)

How will the time of a pendulum clock will be affected if it is taken on the top of a hill explain?

On taking the pendulum to the top of a mountain, g will decrease, therefore, T will increase. The pendulum will take more time to complete one vibration, i.e., it will lose time.

Which of the following affect the time period of a pendulum?

The mass and angle are the only factors that affect the period of a pendulum.

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When a pendulum clock is taken from sea level?

The equation for pendulum motion is: As we gain altitude the value of constant of gravity ‘g’ decreases. If a pendulum clock which is accurate at sea level is taken to high altitude it will slow down. Time period is inversely proportional to square root of ‘g’.

How does elevation affect a pendulum?

Answer and Explanation:

At a higher altitude, the value of gravity decreases. As it is inversely proportional, the period of the pendulum will increase.

What would happen to the period of a pendulum if it were moved from sea level to the top of Mt Everest?

The pendulum would have a slightly longer period on top of Mt. Everest, because the acceleration due to gravity is a little less than at sea level.

What is the effect of the pendulum clock when it is taken to the mines?

looses time, length to be decreased.

What is the effect on time period of simple pendulum when it is taken a inside a deep mine B on a mountain?

The time period. Either sides of surface of earth g goes on decreasing, hence period increases.

How does elevation affect time?

Einstein’s work famously showed that time is relative. In 1907 his General Theory of Relativity showed that clocks run more quickly at higher altitudes because they experience a weaker gravitational force than clocks on the surface of the Earth.