Consider a hydraulic jack being used in a car repair shop, as in the figure. The pistons have an area of A 1 = 0.8 cm 2 and A 2 = 0.04 m2. Hydraulic oil with a specific gravity of 0.870 is pumped in as the small piston on the left side is pushed up and down, slowly raising the larger piston on the right side. A car that weighs 17000 N is to be jacked up. a) At the beginning, when both pistons are at the same elevation ( h = 0), calculate the force F 1 in newtons required to hold the weight of the car. %3D b) Repeat the calculation after the car has been lifted two meters ( h = 2 m).
Consider a hydraulic jack being used in a car repair shop, as in the figure. The pistons have an area of A 1 = 0.8 cm 2 and A 2 = 0.04 m2. Hydraulic oil with a specific gravity of 0.870 is pumped in as the small piston on the left side is pushed up and down, slowly raising the larger piston on the right side. A car that weighs 17000 N is to be jacked up. a) At the beginning, when both pistons are at the same elevation ( h = 0), calculate the force F 1 in newtons required to hold the weight of the car. %3D b) Repeat the calculation after the car has been lifted two meters ( h = 2 m).
Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
Section: Chapter Questions
Problem 1.1MA
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Question: Consider a hydraulic
jack being used in a car repair
shop, as in the figure. The pistons
have an ...
Consider a hydraulic jack being used in a
car repair shop, as in the figure. The pistons
have an area of A 1 = 0.8 cm 2 and A 2 = 0.04
m 2. Hydraulic oil with a specific gravity of
0.870 is pumped in as the small piston on
the left side is pushed up and down, slowly
raising the larger piston on the right side. A
car that weighs 17000 N is to be jacked up.
a) At the beginning, when both pistons are
at the same elevation ( h = 0), calculate the
force F 1 in newtons required to hold the
weight of the car.
b) Repeat the calculation after the car has
been lifted two meters ( h = 2 m).
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