There are two pipes, pipe M and pipe N to fill a tank. Pipe M alone can fill \(\frac{2}{3}\) of the empty tank's capacity in 24 hours. Pipe N alone can fill \(\frac{5}{6}\) of the empty tank's capacity in in 60 hours. Both pipes fill water at their respective rates. How many hours will both pipes fill the empty tank together according to their capacity?

There are two pipes, pipe M and pipe N to fill a tank. Pipe M alone ca

1.	There are two pipes, pipe M and pipe N to fill a tank. Pipe M alone can fill \(\frac{2}{3}\) of the empty tank's capacity in 24 hours. Pipe N alone can fill \(\frac{5}{6}\) of the empty tank's capacity in in 60 hours. Both pipes fill water at their respective rates. How many hours will both pipes fill the empty tank together according to their capacity?
A.	30 hours
B.	36 hours
C.	24 hours
D.	32 hours
Answer» D. 32 hours