Two copper vessels A and B have the same base | vedclass

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(A) The pressure exerted by a liquid column at the base of a vessel is given by the formula $P = h \rho g$,where $h$ is the height of the liquid colum

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Pressure on the base area of vessels $A$ and $B$ is the same.

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(A) The pressure exerted by a liquid column at the base of a vessel is given by the formula $P = h \rho g$,where $h$ is the height of the liquid column,$\rho$ is the density of the liquid,and $g$ is the acceleration due to gravity.Since both vessels $A$ and $B$ are filled to the same height $h$ with the same liquid (water),the pressure at the base depends only on the height $h$,the density $\rho$,and the constant $g$.Because $h$,$\rho$,and $g$ are identical for both vessels,the pressure at the base of vessel $A$ must be equal to the pressure at the base of vessel $B$.

Two copper vessels $A$ and $B$ have the same base area but different shapes. Vessel $A$ requires twice the volume of water as vessel $B$ to fill up to a particular common height. Which of the following statements is correct?

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