A tank, which is open at the top, contains a liquid up to a \( \mathrm{P} \) height \( H \). A s...
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0A tank, which is open at the top, contains a liquid up to a
\( \mathrm{P} \) height \( H \). A small hole is made in the side of the tank at a distance
W \( y \) below the liquid surface. The liquid emerging from the hole lands at a distance \( x \) from the tank :
Figure \( 7.95 \)
(A) If \( y \) is increased from zero to \( H \), \( x \) will first increase and then decrease
(B) \( x \) is maximum for \( y=H / 2 \)
(C) The maximum value of \( x \) is \( H \)
(D) The maximum value of \( x \) will depend on the density of the liquid
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