A spring block system is oscillating as shown in the figure. The block is pulled to a distance of A form mean position and left and its time period is noted to be T1.
Now its pulled to a distance of 2A from mean and left. Time period for this motion comes out to be T2.
What is the relation between T1 and T2?

T1>T2

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T2>T1

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T1=T2

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Data insufficient

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The correct option is C T1=T2
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A spring block system is oscillating as shown in the figure. The block is pulled to a distance of A form mean position and left and its time period is noted to be T1.
Now its pulled to a distance of 2A from mean and left. Time period for this motion comes out to be T2.
What is the relation between T1 and T2?

Q. The block shown in the figure, is acted on by a spring with spring constant

k

and a weak frictional force of constant magnitude

f

. The block is pulled a distance

x_{0}

from equilibrium position and then released. It oscillates many times and ultimately comes to rest. Find the number of cycles the mass oscillates before coming to rest :

Q. In a spring block system the block is displaced by a distance of A from its mean position and left to undergo Simple harmonic motion. The displacement of the block in one time period is:

A particle executes simple harmonic motion between x = -A and x=+ A. The time taken for it to go from the mean position, O to $\frac{A}{2}$ is $T_{1}$ and to go from $\frac{A}{2}$ to A is $T_{2}$ . Then,

Q. The block shown in the figure, is acted on by a spring with spring constant

k

and a weak frictional force of constant magnitude

f

. The block is pulled a distance

x_{0}

from equilibrium position and then released. It oscillates many times and ultimately comes to rest. Show that the decrease of amplitude is the same for each cycle of oscillation.

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The correct option is C T1=T2Watch the next video for solution.

The correct option is C T1=T2
Watch the next video for solution.