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|dw:1440220440808:dw| This is a volume element of in an imcompressible fluid flowing at a distance x,y,z from the respective axes In the book it is given coordinates of P as x,y,z but shouldn't they be (x+dx),(y+dy),(z+dz) or (dx),(dy),(dz) if we consider the element at origin Let \[\vec V=V_{x}\hat i+V_{y}\hat j+V_{z}\hat k\] be the velocity of fluid at a point P(x,y,z) Mass of fluid flowing through face ABCD in unit time is \[=V_{x}(dy.dz)\] Now the problem is right in starting, this equation is dimensionally incorrect, the left side is having a unit of mass but right side is jut made up of velocity and length elements
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