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March 29, 2017

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Consider a roller coster car moving along a track from point A to point B to point C. a)if the roller coaster car starts from rest at point A (30m above the bottom of a dip (point b). What would be the speed of the car at the top of the next hill (point C), which is 20 m above the bottomm of the dip. Assume friction is negligible.
mgh=1/2mv^2
gh=1/2v^2
(9.8)(10) =1/2(v^2)
98=1/2v^2
v=14m/s

My issue is whether h is actually 20m (the distance b/w B and C)or is it 10m(the distance b/w A and C)

b) if instead the roller coaster car started with a speed of 20m/s at point A what is its speed at the top of the next hill (point C) Assume friction is negligible.
1/2mv_a^2=1/2mv_c^2
1/2v_a^2=1/2v_c^2
1/2(20)^2=1/2v_c^2
v_c=20 m/s

is this correct?

  • Physics - ,

    a) You got the right answer,but I would have worked it different, which answers your issue:
    Total energy remains constant.
    final energy= initial energy
    PEfinal+KEfinal = PE initial + KE initial
    mg20 + 1/2 mvf^2 = mg30 + 0

    b) you did it wrong. Do it the way I outlined in a), you now have an initial KE.

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