1.

    A block is projected up a rough inclined plane with an initial velocity uu. The coefficient of kinetic friction between the block and the plane is μk\mu_k. The block travels a distance ss up the plane before coming to rest. What is the angle of inclination hetaheta of the plane?

    A

    \sinheta+μk\cosheta=2gsu2\sinheta + \mu_k\cosheta = \frac{2gs}{u^2}

    B

    \sinhetaμk\cosheta=u22gs\sinheta - \mu_k\cosheta = \frac{u^2}{2gs}

    C

    \sinheta+μk\cosheta=u2gs\sinheta + \mu_k\cosheta = \frac{u^2}{gs}

    D

    \sinheta+μk\cosheta=u22gs\sinheta + \mu_k\cosheta = \frac{u^2}{2gs}

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    3.

    In which of the following cases forces may not be required to keep the

    A

    Particle going in a circle

    B

    Particle going along a straight line

    C

    The momentum of the particle constant

    D

    Acceleration of the particle constant

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    8.

    A block is placed on an inclined plane of angle hetaheta. The coefficient of static friction between the block and the plane is μs\mu_s. What is the maximum angle of inclination hetaheta for which the block will remain at rest?

    A

    heta=sin1(μs)heta = \sin^{-1}(\mu_s)

    B

    heta=cos1(μs)heta = \cos^{-1}(\mu_s)

    C

    heta=an1(μs)heta = an^{-1}(\mu_s)

    D

    heta=cot1(μs)heta = \cot^{-1}(\mu_s)

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    9.

    A body at rest explodes into two equal parts. Then,

    A

    They move with different speeds in different directions.

    B

    They move with different speeds in same direction

    C

    They move with same speed in same directions

    D

    They move with same speed in opposite directions

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