The volume of water flowing out through a pipe in a given time is V = KA^2ut, where A is the area of cross-section of the pipe, u is the speed of the flow, t is the time and K is a dimensionless constant. Name the principle that can be used to check the dimensional correctness of this equation.

The volume of water flowing out through a pipe in a given time is V =

1.	The volume of water flowing out through a pipe in a given time is V = KA^2ut, where A is the area of cross-section of the pipe, u is the speed of the flow, t is the time and K is a dimensionless constant. Name the principle that can be used to check the dimensional correctness of this equation.
Answer» SOLUTION :PRINCIPLE of HOMOGENEITY of DIMENSIONS.