A closed rectangular tank filled with liquid is
accelerated horizontally as shown in the figure.
Pressure is maximum at
(1) A
(2) B
(3) c
(4) D
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The pressure is maximum at point B.
Explanation:
Pressure in vertical direction = ρgh
Now pressure at point B P(B) = P(A) + ρgh
Pressure at point "C" P(C) = P(D) + ρgh
When a body is moving with some acceleration "a" then the pressure in opposite direction will be ρa x length.
Now pressure at point "A" P(A) = P(D) + ρal
Similarly pressure at B "P(B)" = P(c) + ρal
Pressure atB "P(B)" = P(D) + ρgh + ρal
Thus the pressure is maximum at point B.
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