Crey | A tube of uniform diameter D is immersed in a steady flowing inviscid liquid stream of velocity V, as shown in the figure. Gravitational acceleration is represented by 𝑔. The volume flow rate through the tube is ______. π 4 D 2 V , π 4 D 2 2 g h 2 , π 4 D 2 2 g ( h 1 + h 2 ) , π 4 D 2 V 2 − 2 g h 2

Question

A tube of uniform diameter D is immersed in a steady flowing inviscid liquid stream of velocity V, as shown in the figure. Gravitational acceleration is represented by 𝑔. The volume flow rate through the tube is ______.

Options :

$\frac{π}{4} D^{2} V$
$\frac{π}{4} D^{2} \sqrt{2 g h_{2}}$
$\frac{π}{4} D^{2} \sqrt{2 g (h_{1} + h_{2})}$
$\frac{π}{4} D^{2} \sqrt{V^{2} - 2 g h_{2}}$

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