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Instantaneous speed and instantaneous velocity questions with solutions

Practice Kinematics Part-1 (one dimension) for JEE Main, JEE Advanced, NEET, and Classes 11–12. Attempt each question, then open it for the full solution.

Showing 1–10 of 45 questions

  • MCQeasyKinematics Part-1 (one dimension)

    The distance travelled by a particle is related to time t as x = 4t². The velocity of the particle at t = 5s is :

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  • MatchmediumKinematics Part-1 (one dimension)

    Match List I with List II and choose the correct option.

    List 1

    1. x=t²-4t

    2. x=t³-3t

    3. x=t³

    4. x=|t|

    List 2

    1. Stationary at origin but no reversal there

    2. Instantaneous velocity undefined at origin

    3. One direction reversal at t=2

    4. Direction reversals at t=-1 and t=+1

    Options

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  • MCQmediumKinematics Part-1 (one dimension)

    A particle moves along a straight line OX. At a time t (in seconds), the distance x (in metres) of the particle from O is given by x = 40 + 12t - t³. How long would the particle travel before coming to rest?

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  • MCQmediumKinematics Part-1 (one dimension)

    A particle has x = at³ - bt, a, b>0. From t=0 to t=√(b/a), its average speed is:

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  • MCQmediumKinematics Part-1 (one dimension)

    The displacement x of a particle varies with time as x = ae⁻ᵅᵗ + beᵝᵗ, where a, b, α and β are positive constants. The velocity of the particle will:

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  • MCQmediumKinematics Part-1 (one dimension)

    Position of a particle is x = t + 1/t metre, t>0. Its average speed between t=1/2 s and t=2 s is:

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  • MatchmediumKinematics Part-1 (one dimension)

    Match List I with List II and choose the correct option.

    List 1

    1. x=t⁴-8t², 0≤t≤4

    2. x=t+1/t, 1/2≤t≤2

    3. x=t³-6t²+9t, 0≤t≤4

    4. x=t³-3t, 0≤t≤√3

    List 2

    1. Total distance = 1 m

    2. Total distance = 4 m

    3. Total distance = 12 m

    4. Total distance = 160 m

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  • Multi-correctmediumKinematics Part-1 (one dimension)

    A differentiable function x(t) satisfies x(t₁)=x(t₂), t₂>t₁, and the particle actually moves during the interval. Which statements are correct?

    Select all that apply

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  • MCQdifficultKinematics Part-1 (one dimension)

    A particle moves along the x-axis and its position at time t is given by x(t) = t3t^3 - 6t2t^2 + 9t, where x is in metres and t is in seconds. The motion starts at t = 0. The first instant after t = 0 at which the particle reverses its direction of motion is:

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  • MCQmediumKinematics Part-1 (one dimension)

    The velocity of a particle is v=v₀+gt+Ft². Its position is x=0 at t=0. Its displacement after t=1 s is:

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