To find the coordinate of point S, we need to subtract the distance from point R.
Point R is at -23.8, and point S is located 12.5 units to the left of point R. This means we need to perform the following calculation:
\[ \text{Coordinate of S} = \text{Coordinate of R} - \text{Distance to the left} \]
\[ \text{Coordinate of S} = -23.8 - 12.5 \]
Calculating that:
\[ -23.8 - 12.5 = -36.3 \]
So, the coordinate of point S is -36.3.
The correct response is: A. −36.3