In the case of large rivers, a number of equidistant vertical sections of the total width of flow are identified, for the purpose of finding by numerical integration, the total discharge on any day. On each section, the mean velocity is taken as the arithmetic average of two typical depths on that section. Then the mean velocity is worked out for that section. Usually, the mean velocity of any section, corresponds to which one of the following? (V represents the point velocity at the given section and the depth such as 0.1d, 0.2d.... etc.)
1
\(\frac{{{{\rm{V}}_{0.1{\rm{d}}}} + {{\rm{V}}_{0.9{\rm{d}}}}}}{2}\)
2
\(\frac{{{{\rm{V}}_{0.2{\rm{d}}}} + {{\rm{V}}_{0.8{\rm{d}}}}}}{2}\)
3
\(\frac{{{{\rm{V}}_{0.3{\rm{d}}}} + {{\rm{V}}_{0.7{\rm{d}}}}}}{2}\)
4
\(\frac{{{{\rm{V}}_{0.4{\rm{d}}}} + {{\rm{V}}_{0.6{\rm{d}}}}}}{2}\)