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A car starts from rest & again comes to rest after travelling 200 m in a straight line. If its acceleration and deceleration are limited to 10 m s-2 and 20 m s-2 respectively, then minimum time the car will take to travel the distance is

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Important Questions on Rectilinear Motion

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Figure shows the position x versus timet graph for a particle moving in a straight line. At which point, the instantaneous velocity is greater than the average velocity from O to that point?

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A particle moves in a straight line with an acceleration a m s-2 at time t seconds where a=-1t2. When t=1 the particle has a velocity of 3 m s-1 then find the velocity when t=4
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The displacement of a body from a reference point is given by x=2t-3, where x is in metres and t in seconds. This shows that the body:
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Two particles at a distance 5 m apart are thrown towards each other on an inclined smooth plane with equal speeds v. It is known that both particle move along the same straight line. Find the value of v if they collide at the point from where the lower particle is thrown. Inclined plane is inclined at an angle of 30° with the horizontal [take g=10 m s-2]
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A stone is dropped from the top of a tower. When it has fallen by 5 m from the top, another stone is dropped from a point 25 m below the top. If both stones reach the ground at the same moment, then height of the tower from ground is (take g=10 m s-2),
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A stone is released at rest from a height of 45 m above the horizontal level ground. There is horizontal wind blowing due to which stone acquires an additional (in addition to acceleration due to gravity) horizontal acceleration of magnitude 10 m s-2. Then the net distance travelled by stone before reaching the ground is (take g=10 m s-2 and neglect air resistance),
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The uniform motion of a runner is synchronised with the tossing of a coin upwards. Speed of runner is constant and he covers distance S1 during upward journey of the coin while S2 is covered by the runner during the downward journey of the coin. Provided that the motion of coin is perpendicular to earth (g= constant) and air offer uniform resistance against the motion of coin, the relation between S1 and S2 will be,
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A particle is moving in a straight line with initial velocity u and uniform acceleration f. If the sum of the distances travelled in tth and t+1th seconds is 100 cm, then its velocity after t seconds in cm s-1 is,