360831 In the siphon system shown below find the pressure at point 2 .

360832 In the siphon system shown \(V\) refers to velocity and \(p\) refers to pressure. then;

360833 A siphon has a uniform circular base of diameter \(\frac{8}{{\sqrt \pi }}\,cm\) with its crests \(1.8\,m\) above water level as in figure. The absolute pressure at the crest level \(A\) is
[Use \({P_{0}=10^{5} {~N} / {m}^{2}}\) and \(\left. {g = 10\,\;m/{s^2}} \right]\)

360834 A pipe of uniform cross-section is used to siphon an ideal fluid of density \(\rho\) from one tank to another, as shown below. The lower end of the pipe is above the liquid level in the receiving tank. If the atmospheric pressure is \(p_{a}\), then

360831 In the siphon system shown below find the pressure at point 2 .

360832 In the siphon system shown \(V\) refers to velocity and \(p\) refers to pressure. then;

360833 A siphon has a uniform circular base of diameter \(\frac{8}{{\sqrt \pi }}\,cm\) with its crests \(1.8\,m\) above water level as in figure. The absolute pressure at the crest level \(A\) is
[Use \({P_{0}=10^{5} {~N} / {m}^{2}}\) and \(\left. {g = 10\,\;m/{s^2}} \right]\)

360834 A pipe of uniform cross-section is used to siphon an ideal fluid of density \(\rho\) from one tank to another, as shown below. The lower end of the pipe is above the liquid level in the receiving tank. If the atmospheric pressure is \(p_{a}\), then

360831 In the siphon system shown below find the pressure at point 2 .

360832 In the siphon system shown \(V\) refers to velocity and \(p\) refers to pressure. then;

360833 A siphon has a uniform circular base of diameter \(\frac{8}{{\sqrt \pi }}\,cm\) with its crests \(1.8\,m\) above water level as in figure. The absolute pressure at the crest level \(A\) is
[Use \({P_{0}=10^{5} {~N} / {m}^{2}}\) and \(\left. {g = 10\,\;m/{s^2}} \right]\)

360834 A pipe of uniform cross-section is used to siphon an ideal fluid of density \(\rho\) from one tank to another, as shown below. The lower end of the pipe is above the liquid level in the receiving tank. If the atmospheric pressure is \(p_{a}\), then

360831 In the siphon system shown below find the pressure at point 2 .

360832 In the siphon system shown \(V\) refers to velocity and \(p\) refers to pressure. then;

360833 A siphon has a uniform circular base of diameter \(\frac{8}{{\sqrt \pi }}\,cm\) with its crests \(1.8\,m\) above water level as in figure. The absolute pressure at the crest level \(A\) is
[Use \({P_{0}=10^{5} {~N} / {m}^{2}}\) and \(\left. {g = 10\,\;m/{s^2}} \right]\)

360834 A pipe of uniform cross-section is used to siphon an ideal fluid of density \(\rho\) from one tank to another, as shown below. The lower end of the pipe is above the liquid level in the receiving tank. If the atmospheric pressure is \(p_{a}\), then