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Velocity-time Curve For A Body Projected Vertically Upwards Is
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Figure (1) And (2) Below Show The Displacement-time Graph Of Two Particles Moving Along The X-axis. We Can Say That
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The X-t Graph Shown In Figure Represents
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Which Graph Represents A State Of Rest For An Object
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The Distance Of A Particle As A Fucntion Of Time Is Shown In The Figure. The Figure Shows That
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If A Ball Is Thrown Vertically Upwards With Speed U, The Distance Covered During The Last T Seconds Of Its Ascentis
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A Man Throws Balls With The Same Speed Vertically Upwards One After The Other At An Interval Of 2 Seconds. What Should Be The Speed Of The Throw
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A Particle Is Dropped Vertically From Rest From A Height. The Time Taken By It To Fall Through Successive Distance Of 1 M Each Will Then Be
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A Ball Is Projected Upwards From A Height H Above The Surface Of The Earth With Velocity V. The Time At Which The Ball Strikes The Ground Is
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A Stone Falls Freely From Rest From A Height H And It Travels A Distance 9h/25 In The Last Second. The Value Of H Is 25
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A Boy Standing At The Top Of A Tower Of 20 M Height Drops A Stone. Assuming G=10 M/s^-2, The Velocity With Which It Hits The Ground Is
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The Ratio Of The Distance Traversed, In Successive Intervals Of Time By A Body, Falling From Rest, Are
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Two Stones Of Equal Masses Are Dropped From A Rooftop Of Height H One After Another. Their Separation Distance Against Time Will
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A Ball Is Thrown Up Under Gravity (g=10 M/sec^2). Find Its Velocity After 1.0 Sec At Height Of 10 M.
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The Effective Acceleration Of A Body, When Thrown Upwards With Acceleration A Will Be
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A Packet Is Dropped From A Balloon Which Is Going Upwards With The Velocity 12 M/s, The Velocity Of The Packet After 2 Seconds Will Be
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If A Body Is Thrown Up With The Velocity Of 15 M/s Then Maximum Height Attained By The Body Is (g=10m/s^2)
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Two Balls Are Dropped From Heights H And 2h Respectively From The Earth Surface. The Ratio Of These Balls To Reach The Earth Is
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