If the bob of the simple pendulum moves from its mean position to one of its extreme positions then what fraction of the oscillation has it completed?

One oscillation

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Half oscillation

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One-fourth oscillation

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Two oscillations

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Solution

The correct option is C One-fourth oscillation
If bob of the simple pendulum moves from its mean position to one of its extreme positions, it has completed one-fourth oscillation.

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Similar questions

Q. If the bob of a simple pendulum moves from its mean position to one of its extreme positions, then it has completed:

Consider that the bob of a simple pendulum has moved from its mean position to one of its extreme positions and then again to mean position from where it moved to the other extreme position and then back to the mean position. The bob of the simple pendulum has now completed:

Q. Consider the following statements A simple pendulum is set into oscillation. Then
1.The acceleration is zero when the bob passes through the mean position.
2.In each cycle the bob attains a given velocity twice.
3.Both acceleration and velocity of the bob are zero when it reaches its extreme position during the oscillation.
4.The amplitude of oscillation of the simple pendulum decreases with time.
Which of these statements are correct?

Q. A pendulum of length

28 c m

oscillates such that its string makes an angles of

30^{o}

from the vertical when it is at one of the extreme positions. Find the ratio of the distance to displacement of the bob of the pendulum when it moves from one extreme position to the other.

How much time does the bob of a seconds' pendulum take to move from one extreme of its oscillation to the other extreme ?

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If the bob of the simple pendulum moves from its mean position to one of its extreme positions then what fraction of the oscillation has it completed?

The correct option is C One-fourth oscillationIf bob of the simple pendulum moves from its mean position to one of its extreme positions, it has completed one-fourth oscillation.

The correct option is C One-fourth oscillation
If bob of the simple pendulum moves from its mean position to one of its extreme positions, it has completed one-fourth oscillation.