A water tank of parallelepiped shape is moving on horizontal road with speed increasing from v=0 to v=v₀ in t second. If the separation between the longitudinally opposite walls is l and lateral ( side) walls are vertical, and tank is completely filled with water and density of water be ρ then the pressure difference between the opposite walls is ( Assume atmospheric pressure P)

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$\large \frac{{2\rho l{v_0}}}{t} + P\$

$\large \frac{{l\rho {v_0}}}{t} + P\$

$\large \frac{{l\rho {\mu _0}}}{{2t}} + P\$

$\large \frac{{l\rho {v_0}}}{t}\$

answer is A.

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