A contaienr havng an ideal liquid of density `rho` is moving with a constant acceleration of `hata=a_(x)hati+a_(z)hatk` where x direction is horizontal and z is vertically upwards. The container is open at the top. In a reference frame attached to the contaienr with origin at bottom corner (see figure), write the pressure at a point inside the liquid at co-ordinates (x,y,z). The pressure is `P_(0)` at origin.

Answer

`P=P_(0)-rhoa_(x),x-rho(g+a_(z))_(z)`