MEDIUM
JEE Main
IMPORTANT
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Two simple pendulum, first a bob of mass and length and second a bob of mass and length and . If the vibrational energy of both is same, then, which one is correct?
(a)Amplitude of is greater than .
(b)Amplitude of is smaller than .
(c)Amplitudes will be the same.
(d)None of these.

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Important Questions on Linear And Angular Simple Harmonic Motion
EASY
JEE Main
IMPORTANT
In case of a simple pendulum, time period versus length is depicted by,

MEDIUM
JEE Main
IMPORTANT
A tube of uniform bore having cross-sectional area has been set-up vertically, with open ends facing up. Now gram of a liquid of density is poured into it. The column of liquid in this tube will oscillate with a period such that,

HARD
JEE Main
IMPORTANT
A horizontal platform with an object placed on it is executing SHM in the vertical direction. The amplitude of oscillation is . What must be the least period of these oscillations so that the object is not detached from the platform?

MEDIUM
JEE Main
IMPORTANT
The metallic bob of a simple pendulum has relative density . The time period of this pendulum is . If the metallic bob is immersed in water, then, the new time period is given by,

HARD
JEE Main
IMPORTANT
A brass cube of side and density is floating in mercury of density . If the cube is displaced a bit vertically, it executes SHM. Its time period will be,

MEDIUM
JEE Main
IMPORTANT
A man weighing stands on the horizontal platform of a spring balance. The platform starts executing simple harmonic motion of amplitude and frequency . Which of the following statements is correct?

HARD
JEE Main
IMPORTANT
A uniform square plate of side is hinged at one of its corners. It is suspended such that it can rotate about the horizontal axis. Find out the time period of small oscillation about its equilibrium position. (You can use the formula of time period of compound pendulum if you know. Otherwise derive it.)

MEDIUM
JEE Main
IMPORTANT
A particle of mass is moving in the plane such that its and coordinates vary according to the law, and where, and are positive constants and is time. Find equation of the path. Name the trajectory (path).
