Question:

Physics? gravity and velocity?

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a stone is thrown vertically downward from a 200 m high cliff at an initial velocity of 5 m/s.

A. How long does it take for the stone to reach the base of the cliff? B. What is the stone's final velocity?

please explain. thank you

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3 ANSWERS


  1. vo= initial velocity  (5 m/s)

    g = acceleration    (9.8 m/s^2)

    Distance:  d = vo+ 0.5 * g * t^2

    200 = 5+0.5 *9.8*t^2

    200 = 9.9*t^2

    t^2 = 200/9.9

    t^2 = 20.202

    t = SQR 20.202

    t = 4.49s  (time to reach the base of the cliff)

    Velocity:  v = vo+ g * t

    v = 5+(9.8*4.49)

    v = 5+44

    v = 49m/s  (stone's final velocity)


  2. IT takes 40seconds and the stone's final velocity is still 5m/s as falling things will remain at a constant speed unless more force is added to the ongoing direction.

    Plus, i tried to make this as less chimp as possible. You should see the proper principle, it is so chimp that you couldn't even understand it!

  3. using

    v^2=u^2+2as

    where v is the final velocity and u the initial velocity

    v^2=25 + 2*9.8*200

    v^2=3945

    v=62.8 m/s

    using

    v=u+at

    62.8=5+9.8t

    t=5.9 secs

    ignoring air resistance

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