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Motion in One Dimension — JEE Main & Advanced NSEP PYQs

11 previous year questions from Motion in One Dimension with answers and solutions. Numbered list, year tags, and one-tap solutions — built for serious JEE / NEET practice.

11 questionsNSEPSolutions on every page
1

Two particles A and B are situated 10 m apart along X axis, B being farther right of A, at t=0 . Particle A is moving at 0.75 ~m / s parallel to +Y axis while B at 1 ~m / s along -

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A man is going up in a lift (open at the top) moving with a constant velocity 3 ~m / s . He throws a ball up at 5 ~m / sec relative to the lift when the lift is 50 m above the grou

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An aircraft flies at a speed v from city A to city B and back in time t₀ . City B is to the east of city A at a distance d . The aircraft takes time t₁ for the round trip if wind b

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A tennis ball is released from a height and allowed to fall onto a hard surface. The adjacent graph shows the variation of velocity of the ball with time from the instant of releas

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A particle moves according to the law x=a t, y=a t(1- t) where a and are positive constants and t is time. The time instant at which velocity makes an angle 4 with acceleration is

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The variation of velocity with time of a toy car moving along a straight line is as shown below. Which of the following graphs correctly represents the variation of acceleration wi

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The position vector of a point mass is expressed as r =a t +b t^2 . The trajectory of the particle is

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An observer stands on the platform at the front edge of the first bogie of a stationary train. The train starts moving with uniform acceleration and the first bogie takes 5 seconds

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A particle is projected from the ground with a velocity v =(3 i +10 j ) ms ⁻¹ . The maximum height attained and the range of the particle are respectively given by (use g=10 ~m / s

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In the following figures the velocity-time graphs for three particles 1,2 and 3 are shown. The magnitude of average acceleration of the three particles, over 10 s , bear the relati

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A particle moves along a straight line. Its displacement S varies with time t according to the law S^2=a t^2+2 b t+c(a, b and c are constants). The acceleration of this particle va

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