A 900 kg roller coaster car starts from rest at point A, rolls down the track, goes around a loop (points B and C) and then flies off the inclined part of the track (point D), Figure 2. The dimensions are: H= 80 m, r = 15 m, h = 10 m and e = 30°. Calculate the (a) gravitational potential energy at point A. (b) velocity at point C, if the work done to move the roller coaster from point B to C is 264870 J. (c) distance of the car land (in the horizontal direction) from point D if given the velocity at point D is 37.06 ms!.

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Chapter1: Units, Trigonometry. And Vectors
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A 900 kg roller coaster car starts from rest at point A, rolls down the track, goes
around a loop (points B and C) and then flies off the inclined part of the track (point D),
Figure 2. The dimensions are: H= 80 m, r = 15 m, h = 10 m and e = 30°. Calculate the
(a) gravitational potential energy at point A.
(b) velocity at point C, if the work done to move the roller coaster from point B to C is
264870 J.
(c) distance of the car land (in the horizontal direction) from point D if given the
velocity at point D is 37.06 ms!.
Transcribed Image Text:A 900 kg roller coaster car starts from rest at point A, rolls down the track, goes around a loop (points B and C) and then flies off the inclined part of the track (point D), Figure 2. The dimensions are: H= 80 m, r = 15 m, h = 10 m and e = 30°. Calculate the (a) gravitational potential energy at point A. (b) velocity at point C, if the work done to move the roller coaster from point B to C is 264870 J. (c) distance of the car land (in the horizontal direction) from point D if given the velocity at point D is 37.06 ms!.
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