If the level of water (H) above the base point of V notch is increased by four times, the discharge through the notch will become sA4 timesB8 timesC16 timesD32 timesAnswer: D. 32 times Read Explanation: Given: H1=HH_{1} = H H1=H H2=4H H_{2} = 4H H2=4H The discharge over a V-notch weir is given by the: Q=815Cdtan(θ2)2gH5/2Q = \frac {8}{15} C_d tan (\frac{\theta}{2})\sqrt{2g} H^{5/2}Q=158Cdtan(2θ)2gH5/2⇒Q1Q2=(H!H2)5/2\Rightarrow \frac{Q_1}{ Q_2} =(\frac {H_!}{H_2})^{5/2}⇒Q2Q1=(H2H!)5/2⇒Q1Q2=(H4H)5/2\Rightarrow \frac{Q_1}{ Q_2} =(\frac {H}{4H})^{5/2}⇒Q2Q1=(4HH)5/2⇒Q1Q2=frac132⇒Q1=32 \Rightarrow \frac{Q_1}{ Q_2} =frac{1}{32}\Rightarrow Q_1=32⇒Q2Q1=frac132⇒Q1=32 Read more in App