Hydraulic Lift and Brakes
Trending Questions
A hydraulic lift has a large cross-section and a small cross-section. The large cross-sectional area is 20 times the small cross-sectional area. If on the small cross-section, an input force of 25 N is applied, then the output force is
300 N
200 N
400 N
500 N
In a hydraulic machine, the two pistons have an area of cross-section in the ratio 1:5, what force should be applied on the narrow piston to get an output of 50 N on the wider piston?
20N
15N
5N
10N
In a hydraulic lift, there is a piston at one end and a car of mass 400 kg balanced on the load side. If the cross sectional area of load side is 20 m2 and that of the piston is 5 m2, what is the force applied by the piston? [Take g=10 ms−2]
1000 N
1600 N
4000 N
None of these
The area of the cross-section of press plunger of a hydraulic press is 4 m2. It is required to overcome a resistive load of 400 kgf on it. Calculate the force required on the pump plunger if the area of cross section of the pump plunger is 0.01 m2
1kgf
10kgf
0.1kgf
100kgf
A hydraulic lift has two pistons, the larger cross-sectional area is 40 times the smaller cross-sectional area. If an input force of 25 N is applied on the smaller cross-section, then the output force is
100 N
1000 N
2000 N
1500 N
In a model hydraulic lift, a force of 1 N is exerted on one arm which moves it by 20 cm. By what distance does the other arm move if the force experienced at the other end is 10 N?
0.2 cm
20 cm
200 cm
2 cm
In the given figure, there are two pistons A and B. The area of the piston A(AA) is 50 cm2 and area of the piston B(AB) is 4000 cm2. Find the external input force F required to lift the car of 16000 N.
300 N
400 N
100 N
200 N
Water flows through a horizontal tube of variable cross section. The area of cross section at A and B are 4 mm2 and 2 mm2 respectively. If 1 cc of water enters per second through A, find the speed of water at B?
25 cm/s
50 cm/s
25 mm/s
50 mm/s
The area of cross section of the wider tube shown in figure is 900 cm2. If the boy standing on the piston weighs 45 kg, find the difference in the levels of water in the two tubes.
5 cm
0.50 cm
50 m
50 cm
The area of the cross-section of the wider tube shown in the figure is 900 cm2. If the boy standing on the piston weighs 45 kg, find the difference in the levels of water in the two tubes. Density of water = 1000 kg/m3
5 cm
0.50 cm
50 m
50 cm
- Pressing cotton bales.
- Extracting juice from sugarcane.
- Squeezing oil.
- Engraving monograms on goods.
- Harry's statement is not correct.
- Neither of them is correct.
- Harry's statement is correct.
- Robert's statement is correct.
The three vessels shown in figure have same base area. Equal volumes of a liquid are poured in three vessels. The force on the base will be
Maximum in vessel B
Maximum in vessel A
Maximum in vessel C
Equal in all the vessels