To determine the scuba diver's location relative to sea level after two descents, we need to know the depths of both descents in feet. Let's say the first descent was \( x \) feet and the second descent was \( y \) feet.
After the first descent, the diver is at \( -x \) feet (below sea level). After the second descent, the diver descends another \( y \) feet, making the new depth \( -x - y \) feet.
So the overall depth is the sum of the two descents:
\[ \text{Total Depth} = -x - y \text{ feet}. \]
The options you provided must include specific values for \( x \) and \( y \) in order to select the correct answer. Please provide the values for the feet descended in order to calculate the correct final location of the diver below sea level.