Solve Study Textbooks Guides

Use app

Login

>>Class 11
>>Physics
>>Oscillations
>>Oscillations Due to Spring
>> $An object is attached to the bottom of a$

Question

An object is attached to the bottom of a light vertical spring and set vibrating. The maximum speed of the object is $15 c m / s e c$ and the period is $628$ milliseconds. The amplitude of the motion in centimeters is:

A

$3$

B

$2$

C

$1.5$

D

$1.0$

Medium

Open in App

Updated on : 2022-09-05

Solution

Verified by Toppr

Correct option is C)

$v_{m a x} = 15 c m / s; T = 0.628 s = \frac{2 π}{1 0} s$
$ω = \frac{2 π}{T} = 10 r a d / s$
$v_{m a x} = A ω$
$A = 1.5 c m$

Solve any question of Oscillations with:-

Patterns of problems

Was this answer helpful?

0

0

Similar questions

A particle performing SHM is found at its equilibrium at t=1sec, and it is found to have a speed of 0.25 m/s at t=2 sec. If the period of oscillation is 6 sec , calculate amplitude of oscillation.

The motion of the particle in simple harmonic motion is given by $x = a sin ω t$
If its speed is u, when the displacement is $x_{1}$ and speed is v, when the displacement is $x_{2}$ , show that the amplitude of the motion is
.

A particle performing $S H M$ is found at its equilibrium at $t = 1 s e c$ and it is found to have a speed of $0.25 m / s$ at $t = 2 s$ . If the period of oscillation is $6 s e c$ , calculate amplitude of oscillation.

A body describing SHM has a maximum acceleration of $8 π$ m/s $^{2}$ and a maximum speed of 1.6 m/s. Find the period T and the amplitude A.

A particle executes S.H.M with a period of 6 seconds. If the maximum speed is 3.14 cm/sec, then what is its amplitude?

More From Chapter

View chapter >

Revise with Concepts

Oscillations Due to a Spring

ExampleDefinitionsFormulaes

Problems on SHM of Springs

ExampleDefinitionsFormulaes

Learn with Videos

Relation Between Spring Constant and Length of the Spring

Problems Based on SHM with Spring Force - I

Problems based on SHM with Spring Force - II

Problems Based on SHM with Spring Force - III

Problems Based on SHM with Spring Force - IV

Problems Based on SHM with Spring Force - V

Shortcuts & Tips

Problem solving tips

Important Diagrams

Memorization tricks

Common Misconceptions

Practice more questions

BITSAT Questions

Medium Questions