What I always remember is that 1 cm cubed = 1 mL
$$\boxed{1cm^3=1mL}$$
$$4000L=4000000ml=4000000cm^3$$
Now
$$100cm=1m\\
100^3cm^3=1m^3\\
1000000cm^3=1m^3$$
so
$$4000000cm^3=4m^3$$
$$4m^3\quad\mbox{of water in 6 hours}\\\\
\frac{4m^3}{6\times60\times 60\:\:seconds}\\\\
\frac{1m^3}{6\times15\times 60\:\:seconds}\\\\
\frac{1m^3}{5400seconds}\\\\
\approx 1.85\times 10^{-4}\quad m^3/sec$$
(4000L / 6 hr) x (1 cubic m / 1000L) x (1 hr / 3600 sec) = (1/5400)m3/sec = 0.000185m3/sec
What I always remember is that 1 cm cubed = 1 mL
$$\boxed{1cm^3=1mL}$$
$$4000L=4000000ml=4000000cm^3$$
Now
$$100cm=1m\\
100^3cm^3=1m^3\\
1000000cm^3=1m^3$$
so
$$4000000cm^3=4m^3$$
$$4m^3\quad\mbox{of water in 6 hours}\\\\
\frac{4m^3}{6\times60\times 60\:\:seconds}\\\\
\frac{1m^3}{6\times15\times 60\:\:seconds}\\\\
\frac{1m^3}{5400seconds}\\\\
\approx 1.85\times 10^{-4}\quad m^3/sec$$