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    Brick slides down an incline speed

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    The diagrams in Figure 9-13 show a brick weighing 24.8 N being released from rest on a 1.00 m frictionless plane, inclined at an angle of 30.0°. The brick slides down the incline and strikes a second brick weighing 37.4 N.

    Figure 9-13
    (a) Calculate the speed of the first brick at the bottom of the incline.
    m/s
    (b) If the two bricks stick together, with what initial speed will they move along?
    m/s
    (c) If the force of friction acting on the two bricks is 5.0 N, how much time will elapse before the bricks come to rest?
    s
    (d) How far will the two bricks slide before coming to rest?
    m

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    ) Loss of potential energy of brick 1 = (mg)h = 24.8x0.5 = 12.4 J

    As the inclined plane is frictionless, no amount of mechanical energy of brick 1 is lost. Whole of the potential energy is converted into kinetic energy. Hence,

    ½ mv12 = 12.4 where m = mass of the brick 1 = 24.8/9.8 = 2.53 kg
    _____ ...

    Solution Summary

    The brick slides down an incline speed is examined. How far the two bricks will slide before coming to rest are determined.

    $2.19

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