we found that the speed of water in a hose increased from 1.96 m/s to 25.5 m/s going from the hose to the nozzle. Calculate the pressure in the hose, given that the absolute pressure in the nozzle is 1.01×105N/m2
(atmospheric, as it must be) and assuming level, frictionless flow.

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09-12-2022
Chemistry

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we found that the speed of water in a hose increased from 1.96 m/s to 25.5 m/s going from the hose to the nozzle. Calculate the pressure in the hose, given that the absolute pressure in the nozzle is 1.01×105N/m2
(atmospheric, as it must be) and assuming level, frictionless flow.

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Tutorconsortium704 Tutorconsortium704 · Answer 1 · 2022-12-18T08:53:12+01:00

By applying the Bernoulli's equation on the same level. The pressure at the holds equals the pressure at the nozzle plus a half times the water density times the square of the speed at the nozzle minus the square of the speed in the house, according to this equation. Now swap out the values to determine the pressure at the host, which is equal to 1.01 x 10 to the five Pascal's places, half of the density, which is equal to 1000 kg per cubic meter times 25.5 m/s squared, minus 1.96 m/s script. The pressure at the hose is then equal to four times 25 Pascal's.

What is Bernoulli's equation?

According to Bernoulli's principle, areas of a fluid flow that are moving more quickly will experience less pressure than areas that are moving more slowly.

To know more about Bernoulli's principle visit

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we found that the speed of water in a hose increased from 1.96 m/s to 25.5 m/s going from the hose to the nozzle. Calculate the pressure in the hose, given that the absolute pressure in the nozzle is 1.01×105N/m2 (atmospheric, as it must be) and assuming level, frictionless flow.

Respuesta :

Otras preguntas

we found that the speed of water in a hose increased from 1.96 m/s to 25.5 m/s going from the hose to the nozzle. Calculate the pressure in the hose, given that the absolute pressure in the nozzle is 1.01×105N/m2
(atmospheric, as it must be) and assuming level, frictionless flow.