Physics, asked by Vikashzeus3338, 8 months ago

Water flows at the rate of 10 m per minute through a cylindrical pipe 5 mm in diameter

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Answered by Anonymous
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Answer:

Radius of the pipe = 5/2 mm = 5/2 x 1/10 cm = 1/4 cm

Radius of the pipe = 5/2 mm = 5/2 x 1/10 cm = 1/4 cmSpeed of water = 10 m/min = 1000 cm/min

Radius of the pipe = 5/2 mm = 5/2 x 1/10 cm = 1/4 cmSpeed of water = 10 m/min = 1000 cm/minVolume of water that flows in 1 minute = Π r2 h = 22/7 x 1/4 x 1/4 x 1000 = 1375/7 cm3

Radius of the pipe = 5/2 mm = 5/2 x 1/10 cm = 1/4 cmSpeed of water = 10 m/min = 1000 cm/minVolume of water that flows in 1 minute = Π r2 h = 22/7 x 1/4 x 1/4 x 1000 = 1375/7 cm3Radius of conical vessel = 40/2 = 20 cm; Depth = 24 cm

Radius of the pipe = 5/2 mm = 5/2 x 1/10 cm = 1/4 cmSpeed of water = 10 m/min = 1000 cm/minVolume of water that flows in 1 minute = Π r2 h = 22/7 x 1/4 x 1/4 x 1000 = 1375/7 cm3Radius of conical vessel = 40/2 = 20 cm; Depth = 24 cmTherefore, Capacity of the vessel = 1/3 x Π r2 h

Radius of the pipe = 5/2 mm = 5/2 x 1/10 cm = 1/4 cmSpeed of water = 10 m/min = 1000 cm/minVolume of water that flows in 1 minute = Π r2 h = 22/7 x 1/4 x 1/4 x 1000 = 1375/7 cm3Radius of conical vessel = 40/2 = 20 cm; Depth = 24 cmTherefore, Capacity of the vessel = 1/3 x Π r2 h= 1/3 x 22/7 x 20 x 20 x 24 = 70400/7 cm3

Radius of the pipe = 5/2 mm = 5/2 x 1/10 cm = 1/4 cmSpeed of water = 10 m/min = 1000 cm/minVolume of water that flows in 1 minute = Π r2 h = 22/7 x 1/4 x 1/4 x 1000 = 1375/7 cm3Radius of conical vessel = 40/2 = 20 cm; Depth = 24 cmTherefore, Capacity of the vessel = 1/3 x Π r2 h= 1/3 x 22/7 x 20 x 20 x 24 = 70400/7 cm3Therefore, Time required to fill the vessel = capacity of the vessel / volume of water flowing per minute

Radius of the pipe = 5/2 mm = 5/2 x 1/10 cm = 1/4 cmSpeed of water = 10 m/min = 1000 cm/minVolume of water that flows in 1 minute = Π r2 h = 22/7 x 1/4 x 1/4 x 1000 = 1375/7 cm3Radius of conical vessel = 40/2 = 20 cm; Depth = 24 cmTherefore, Capacity of the vessel = 1/3 x Π r2 h= 1/3 x 22/7 x 20 x 20 x 24 = 70400/7 cm3Therefore, Time required to fill the vessel = capacity of the vessel / volume of water flowing per minute= 70400/7 / 1375/7 = 70400/7 x 7/1375 = 256/5 minutes = 51 min 12 sec

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