A liquid of density 800 Kg m -3 is filled in a large vessel open at the top. The total pressure at the bottom of the vessel is 1.6 atm. If a hole is made at the bottom of the tank, the velocity of efflux through the hole is (1 atm = 10 5 Pa)

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Vikas TU · Answer

he velocity of efflux through the hole is: From Bernouli's principle, 1 + 0 = 1.6 + 0.5*800*v^2 solve for v.

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A liquid of density 800 Kg m -3 is filled in a large vessel open at the top. The total pressure at the bottom of the vessel is 1.6 atm. If a hole is made at the bottom of the tank, the velocity of efflux through the hole is (1 atm = 10 5 Pa)

A liquid of density 800 Kg m^-3 is filled in a large vessel open at the top. The total pressure at the bottom of the vessel is 1.6 atm. If a hole is made at the bottom of the tank, the velocity of efflux through the hole is (1 atm = 10⁵ Pa)

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A liquid of density 800 Kg m -3 is filled in a large vessel open at the top. The total pressure at the bottom of the vessel is 1.6 atm. If a hole is made at the bottom of the tank, the velocity of efflux through the hole is (1 atm = 10 5 Pa)

A liquid of density 800 Kg m-3 is filled in a large vessel open at the top. The total pressure at the bottom of the vessel is 1.6 atm. If a hole is made at the bottom of the tank, the velocity of efflux through the hole is (1 atm = 105 Pa)

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A liquid of density 800 Kg m^-3 is filled in a large vessel open at the top. The total pressure at the bottom of the vessel is 1.6 atm. If a hole is made at the bottom of the tank, the velocity of efflux through the hole is (1 atm = 10⁵ Pa)