Correct Answer - Option 2 : 300 mm
Concept:
The depth of water stored (dw) in the root zone is given by.
\({d_w} = \frac{{{\gamma _d}}}{{{\gamma _w}}} \times d\left( {FC - PWP} \right)\)
where,
γd = dry unit weight of soil
γw = unit weight of water
d = depth of the root zone
PWP = Permanent wilting point
FC - Field capacity
Calculation:
Given
FC = 30 %, PWP = 10%
γd = 1.5 g/cc, γw = 1 g/cc
d = 1 m
The depth of water stored (dw) in the root zone
\(\therefore {d_w} = \frac{{1.5}}{{1}} \times 1 \times \left( {0.30 - 0.10} \right)\)
dw = 0.3 m = 300 mm