1. A Roller Coaster showing in the picture bellow of mass of M = 144 Kg is moving through the 3 hills until the end of the rid. if the first hill has Hight of H1=20 m and the second hill H2 = 16 m. The speed at top of the Third hill is v=14.683323874382 m/s. calculate the following: First Scale 1.0 cm-3.0m Second hill a) Potential energy at the maximum height (first hill) in (J) b) The Kinetic Energy in the second hill :: c) The hight of the third hill (m) :: Third d) The velocity of the car at the end of the rid :: (e) Total energy of the system at the end of the hall (J) : End of ride

Glencoe Physics: Principles and Problems, Student Edition
1st Edition
ISBN:9780078807213
Author:Paul W. Zitzewitz
Publisher:Paul W. Zitzewitz
Chapter6: Motion In Two Dimensions
Section6.3: Relative Velocity
Problem 27PP
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1. A Roller Coaster showing in the picture bellow of mass of M = 144 Kg is moving
through the 3 hills until the end of the rid. if the first hill has Hight of H1=20 m and
the second hill H2 = 16 m. The speed at top of the Third hill
is v=14.683323874382
m/s. calculate the following:
First
hill
Scale
1.0 cm - 3.0 m
Second
hill
a) Potential energy at the maximum height (first hill) in (J) :
b) The Kinetic Energy in the second hill ::
Third
hill
c) The hight of the third hill (m) : :
d) The velocity of the car at the end of the rid ::
(e) Total energy of the system at the end of the hall (J) :
End of
ride
Transcribed Image Text:1. A Roller Coaster showing in the picture bellow of mass of M = 144 Kg is moving through the 3 hills until the end of the rid. if the first hill has Hight of H1=20 m and the second hill H2 = 16 m. The speed at top of the Third hill is v=14.683323874382 m/s. calculate the following: First hill Scale 1.0 cm - 3.0 m Second hill a) Potential energy at the maximum height (first hill) in (J) : b) The Kinetic Energy in the second hill :: Third hill c) The hight of the third hill (m) : : d) The velocity of the car at the end of the rid :: (e) Total energy of the system at the end of the hall (J) : End of ride
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