This solution details the calculation of the actual site area in hectares, given its measurement on a map and the map's scale.
The provided map scale is 1:16000. This ratio indicates that one unit of distance on the map corresponds to 16000 units of the same distance in reality.
To find the actual area, the length scale factor must be squared because area is a two-dimensional measurement.
The area scale factor is the square of the length scale factor.
Area Scale Factor = $(\text{Length Scale Factor})^2 = (16000)^2 = 256,000,000$.
Therefore, 1 square centimeter (sqcm) on the map represents $256,000,000$ sqcm in the actual area.
Multiply the map area by the area scale factor to find the actual area in sqcm.
Actual Area (sqcm) = Map Area $\times$ Area Scale Factor
Actual Area (sqcm) = $75 \text{ sqcm} \times 256,000,000 = 19,200,000,000 \text{ sqcm}$.
To convert sqcm to sqm, use the conversion factor $1 \text{ sqm} = 10000 \text{ sqcm}$ (since $1 \text{ m} = 100 \text{ cm}$).
Actual Area (sqm) = $\frac{19,200,000,000 \text{ sqcm}}{10000 \text{ sqcm/sqm}} = 1,920,000 \text{ sqm}$.
To convert sqm to hectares, use the conversion factor $1 \text{ hectare} = 10000 \text{ sqm}$.
Actual Area (hectares) = $\frac{1,920,000 \text{ sqm}}{10000 \text{ sqm/hectare}} = 192 \text{ hectares}$.
The actual area of the site is 192 hectares.
In the given diagram, ovals are marked at different heights ($h$) of a hill. Which one of the following options P, Q, R, and S depicts the top view of the hill?
A contour line joins locations having the same height above the mean sea level. The following is a contour plot of a geographical region. Contour lines are shown at 25 m intervals in this plot. 
Which of the following is the steepest path leaving from P?