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If The Length Of Simple Pendulum Is Increased By 300%, Then The Time Period Will Be Increased By

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If The Length Of Simple Pendulum Is Increased By 300%, Then The Time Period Will Be Increased By

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The Period Of Oscillation Of A Simple Pendulum Of Length L Suspended From The Roof Of A Vehicle Which Moves Without Friction Down An Inclined Plane Of Inclination A, Is Given By

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The Period Of Oscillation Of A Simple Pendulum Of Constant Length At Earth Surface Is T. Its Period Inside A Mine Is

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A Hollow Sphere Is Filled With Water Through A Small Hole In It. It Is Then Hung By A Long Thread And Made To Oscillate. As The Water Slowly Flows Out Of The Hole At The Bottom, The Period Of Oscillat

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In Case Of A Simple Pendulum, Time Period Versus Length Is Depicted By

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A Simple Pendulum Of Length L Has A Brass Bob Attached At Its Lower End. Its Period Is T. If A Steel Bob Of Same Size, Having Density X Times That Of Brass, Replaces The Brass Bob And Its Length Is Ch

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A Chimpanzee Swinging On A Swing In A Sitting Position, Stands Up Suddenly, The Time Period Will

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Two Simple Pendulum Of Length 5 M And 20 M Respectively Are Given Small Linear Displacement In One Direction At The Same Time. They Will Again Be In The Phase When The Pendulum Of Shorter Length Has C

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The Bob Of A Simple Pendulum Executes Simple Harmonic Motion In Water With A Period T, While The Period Of Oscillation Of The Bob Is T0 In Air. Neglecting Frictional Force Of Water And Given That The

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In A Seconds Pendulum, Mass Of The Bob Is 30 Gm. If It Is Replaced By 90 Gm Mass. Then Its Time Period Will Be

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A Simple Pendulum Has Time Period T. The Bob Is Given Negative Charge And Surface Below It Is Given Positive Charge. The New Time Period Will Be

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A Block Of Wood Has Dimensions A, B And C. Its Relative Density Is D. It Is Floating In Water Such That The Side A Is Vertical. It Is Now Pushed Down Gently And Released. The Time Period Of Its S.H.M.

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A â€˜Uâ€˜ Tube Of Uniform Bore Of Cross-sectional Area â€˜aâ€˜ Has Been Set Up Vertically With Open Ends Facing Up. Now M Gm Of A Liquid Of Density D Is Poured Into It. The Column Of Liquid In T..

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A Tunnel Has Been Dug Through The Centre Of The Earth And A Ball Is Released In It. It Will Reach The Other End Of The Tunnel After

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A Sphere Of Radius R Is Kept On A Concave Mirror Of Radius Of Curvature R. The Arrangement Is Kept On A Horizontal Table (the Surface Of Concave Mirror Is Frictionless And Sliding Not Rolling). If The

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A Cylindrical Piston Of Mass M Slides Smoothly Inside A Long Cylinder Closed At One End, Enclosing A Certain Mass Of Gas. The Cylinder Is Kept With Its Axis Horizontal. If The Piston Is Disturbed From

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A Cylindrical Piston Of Mass M Slides Smoothly Inside A Long Cylinder Closed At One End, Enclosing A Certain Mass Of Gas. The Cylinder Is Kept With Its Axis Horizontal. If The Piston Is Disturbed From

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Two Equal Negative Charges â€“ Q Are Fixed At Points (0, A) And (0, â€“a) On The Y-axis. A Positive Charge Q Is Released From Rest At Point (2a, 0) On The X-axis. The Charge Q Will

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If A Simple Harmonic Oscillator Has Got A Displacement Of 0.02 M And Acceleration Equal To 2.0 Ms2 At Any Time, The Angular Frequency Of The Oscillator Is Equal To

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The Kinetic Energy Of A Particle Executing S.H.M. Is 16 J When It Is In Its Mean Position. If The Amplitude Of Oscillation Is 25 Cm And The Mass Of The Particle Is 5.12 Kg, The Time Period Of Its Osci

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A Body Of Mass 1\,kg Is Executing Simple Harmonic Motion. Its Displacement Y(cm) At T Seconds Is Given By Y = 6\sin (100t + \pi /4) . Its Maximum Kinetic Energy Is

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A Particle Executes Simple Harmonic Motion With A Frequency F. The Frequency With Which Its Kinetic Energy Oscillates Is

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A Particle Is Vibrating In A Simple Harmonic Motion With An Amplitude Of 4 Cm. At What Displacement From The Equilibrium Position, Is Its Energy Half Potential And Half Kinetic Energy

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As A Body Performs S.H.M., Its Potential Energy U. Varies With Time As Indicated In

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A Body Is Executing Simple Harmonic Motion. At A Displacement X Its Potential Energy Is E1 And At A Displacement Y Its Potential Energy Is E2 . The Potential Energy E At Displacement (x + Y) Is

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A Body Is Executing Simple Harmonic Motion. At A Displacement X Its Potential Energy Is E1 And At A Displacement Y Its Potential Energy Is E2 . The Potential Energy E At Displacement (x + Y) Is

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Two Springs With Spring Constants K1 = 1500\,N/m And K2 = 3000\,N/m Are Stretched By The Same Force. The Ratio Of Potential Energy Stored In Spring Will Be

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There Is A Body Having Mass M And Performing S.H.M. With Amplitude A. There Is A Restoring Force F = - Kx . The Total Energy Of Body Depends Upon

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There Is A Body Having Mass M And Performing S.H.M. With Amplitude A. There Is A Restoring Force F = - Kx . The Total Energy Of Body Depends Upon

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315 of 46300 Questions

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If The Length Of Simple Pendulum Is Increased By 300%, Then The Time Period Will Be Increased By

If The Length Of Simple Pendulum Is Increased By 300%, Then The Time Period Will Be Increased By

The Period Of Oscillation Of A Simple Pendulum Of Length L Suspended From The Roof Of A Vehicle Which Moves Without Friction Down An Inclined Plane Of Inclination A, Is Given By

The Period Of Oscillation Of A Simple Pendulum Of Constant Length At Earth Surface Is T. Its Period Inside A Mine Is

A Hollow Sphere Is Filled With Water Through A Small Hole In It. It Is Then Hung By A Long Thread And Made To Oscillate. As The Water Slowly Flows Out Of The Hole At The Bottom, The Period Of Oscillat

In Case Of A Simple Pendulum, Time Period Versus Length Is Depicted By

A Simple Pendulum Of Length L Has A Brass Bob Attached At Its Lower End. Its Period Is T. If A Steel Bob Of Same Size, Having Density X Times That Of Brass, Replaces The Brass Bob And Its Length Is Ch

A Chimpanzee Swinging On A Swing In A Sitting Position, Stands Up Suddenly, The Time Period Will

Two Simple Pendulum Of Length 5 M And 20 M Respectively Are Given Small Linear Displacement In One Direction At The Same Time. They Will Again Be In The Phase When The Pendulum Of Shorter Length Has C

The Bob Of A Simple Pendulum Executes Simple Harmonic Motion In Water With A Period T, While The Period Of Oscillation Of The Bob Is T0 In Air. Neglecting Frictional Force Of Water And Given That The

In A Seconds Pendulum, Mass Of The Bob Is 30 Gm. If It Is Replaced By 90 Gm Mass. Then Its Time Period Will Be

A Simple Pendulum Has Time Period T. The Bob Is Given Negative Charge And Surface Below It Is Given Positive Charge. The New Time Period Will Be

A Block Of Wood Has Dimensions A, B And C. Its Relative Density Is D. It Is Floating In Water Such That The Side A Is Vertical. It Is Now Pushed Down Gently And Released. The Time Period Of Its S.H.M.

A â€˜Uâ€˜ Tube Of Uniform Bore Of Cross-sectional Area â€˜aâ€˜ Has Been Set Up Vertically With Open Ends Facing Up. Now M Gm Of A Liquid Of Density D Is Poured Into It. The Column Of Liquid In T..

A Tunnel Has Been Dug Through The Centre Of The Earth And A Ball Is Released In It. It Will Reach The Other End Of The Tunnel After

A Sphere Of Radius R Is Kept On A Concave Mirror Of Radius Of Curvature R. The Arrangement Is Kept On A Horizontal Table (the Surface Of Concave Mirror Is Frictionless And Sliding Not Rolling). If The

A Cylindrical Piston Of Mass M Slides Smoothly Inside A Long Cylinder Closed At One End, Enclosing A Certain Mass Of Gas. The Cylinder Is Kept With Its Axis Horizontal. If The Piston Is Disturbed From

A Cylindrical Piston Of Mass M Slides Smoothly Inside A Long Cylinder Closed At One End, Enclosing A Certain Mass Of Gas. The Cylinder Is Kept With Its Axis Horizontal. If The Piston Is Disturbed From

Two Equal Negative Charges â€“ Q Are Fixed At Points (0, A) And (0, â€“a) On The Y-axis. A Positive Charge Q Is Released From Rest At Point (2a, 0) On The X-axis. The Charge Q Will

If A Simple Harmonic Oscillator Has Got A Displacement Of 0.02 M And Acceleration Equal To 2.0 Ms2 At Any Time, The Angular Frequency Of The Oscillator Is Equal To

The Kinetic Energy Of A Particle Executing S.H.M. Is 16 J When It Is In Its Mean Position. If The Amplitude Of Oscillation Is 25 Cm And The Mass Of The Particle Is 5.12 Kg, The Time Period Of Its Osci

A Body Of Mass 1\,kg Is Executing Simple Harmonic Motion. Its Displacement Y(cm) At T Seconds Is Given By Y = 6\sin (100t + \pi /4) . Its Maximum Kinetic Energy Is

A Particle Executes Simple Harmonic Motion With A Frequency F. The Frequency With Which Its Kinetic Energy Oscillates Is

A Particle Is Vibrating In A Simple Harmonic Motion With An Amplitude Of 4 Cm. At What Displacement From The Equilibrium Position, Is Its Energy Half Potential And Half Kinetic Energy

As A Body Performs S.H.M., Its Potential Energy U. Varies With Time As Indicated In

A Body Is Executing Simple Harmonic Motion. At A Displacement X Its Potential Energy Is E1 And At A Displacement Y Its Potential Energy Is E2 . The Potential Energy E At Displacement (x + Y) Is

A Body Is Executing Simple Harmonic Motion. At A Displacement X Its Potential Energy Is E1 And At A Displacement Y Its Potential Energy Is E2 . The Potential Energy E At Displacement (x + Y) Is

Two Springs With Spring Constants K1 = 1500\,N/m And K2 = 3000\,N/m Are Stretched By The Same Force. The Ratio Of Potential Energy Stored In Spring Will Be

There Is A Body Having Mass M And Performing S.H.M. With Amplitude A. There Is A Restoring Force F = - Kx . The Total Energy Of Body Depends Upon

There Is A Body Having Mass M And Performing S.H.M. With Amplitude A. There Is A Restoring Force F = - Kx . The Total Energy Of Body Depends Upon

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