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Assertion: A Body Can Have Acceleration Even If Its Velocity Is Zero At A Given Instant Of Time.
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The Motion Of The Body Is Given By The Equation Dv(t)/dt=6.0-3v(t). When V(t) Is Speed In Ms^-1 And T In Second.
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A Particle Of Mass M Moves On The X-axis As Follows: It Starts From Rest At T=0 From The Point X=0 And Comes To Rest At T=1 At The Point X=1.
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The Velocity-time And Acceleration-time Graphs Of A Particle Are Given As Shown In Figure Its Position-time Graph May Be Given As
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A Particle Starts From Rest T=0 And Undergoes An Acceleration A In Ms^-2 With Time T In Sec Which Is As Shown.
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Look At Graphs (a) To (d) Carefully And Indicate Which Of These Possibly Represents One Dimensional Motion Of A Particle
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A Boy Begins To Walk Eastward Along A Street In Front Of This House And The Graph Of His Position From Home Is Shown In The Following Figure.
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An Object Is Dropped From Rest. Its V-t Graph Is
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A Body Starts From Rest And Moves With Uniform Acceleration. Which Of The Following Graphs Represent Its Motion?
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Which Graph Represents The Uniform Acceleration?
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The Area Under Acceleration-time Graph Gives
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A Ball Is Dropped Vertically From A Height D Above The Ground. It Hits The Ground And Bounces Up Vertically To A Hieght D/2.
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Which Of The Following Graph Represents Uniform Motion?
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Figure (i) And (ii) Below Show The Displacement-time Graph Of Two Particles Moving Along The X-axis. We Can Say That
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Figure Given Shows The Distance-time Graph Of The Motion Of A Car. It Follows From The Graph That The Car Is
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A Small Block Slides Without Friction Down An Inclined Plane Starting From Rest. Let Sn Be The Distance Travelled From Time T=n-1 To T=n
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