The data are the same as in the previous example. Suppose now, however, that the bottom surfaces of the piston and plunger are at different levels, such that h = 1.10 m in figure (b). The car lift uses hydraulic oil that has a density of 8.00 x 102 kg/m³. What is the magnitude F, of the input force that is now needed to produce an output force having a magnitude of F, = 20500 N?

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Chapter14: Fluid Mechanics
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Based on the problem answered (as shown in the photo) 

The data are the same as in the 
previous example. Suppose now, 
however, that the bottom surfaces of 
the piston and plunger are at different 
levels, such that h = 1.10 m in figure 
(b). The car lift uses hydraulic oil that 
has a density of 8.00 x 102 kg/m3.
What is the magnitude F1 of the input 
force that is now needed to produce 
an output force having a magnitude 
of F2 = 20500 N?

Step 1
Here it is given that
Radius of input piston is r,= 0.0120 m
Radius of output plunger ,r2= 0.150 m
Output force ,F2=20500 N
Step 2
Aseonding to pascal's law.
P,= Pz 7
20500x
to
20S00 x
0.150
D.0120
131.2 N
aE= 131.2N
lshich s The required mpt fore
Transcribed Image Text:Step 1 Here it is given that Radius of input piston is r,= 0.0120 m Radius of output plunger ,r2= 0.150 m Output force ,F2=20500 N Step 2 Aseonding to pascal's law. P,= Pz 7 20500x to 20S00 x 0.150 D.0120 131.2 N aE= 131.2N lshich s The required mpt fore
The data are the same as in the
previous example. Suppose now,
however, that the bottom surfaces of
the piston and plunger are at different
levels, such that h = 1.10 m in figure
(b). The car lift uses hydraulic oil that
has a density of 8.00 x 102 kg/m³.
What is the magnitude F, of the input
force that is now needed to produce
an output force having a magnitude
of F, = 20500 N?
Transcribed Image Text:The data are the same as in the previous example. Suppose now, however, that the bottom surfaces of the piston and plunger are at different levels, such that h = 1.10 m in figure (b). The car lift uses hydraulic oil that has a density of 8.00 x 102 kg/m³. What is the magnitude F, of the input force that is now needed to produce an output force having a magnitude of F, = 20500 N?
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