To find the elevation of the summit of the volcano relative to sea level, add the elevation of the ocean floor to the height of the volcano. A positive number representing the height of the volcano will give the elevation of the summit relative to sea level.
The concept of elevation concerning the ocean floor and the summit of a volcano can sometimes be a bit counterintuitive due to negative values representing depths below sea level.
When we discuss the elevation of the ocean floor being 5 kilometers, it implies that the ocean floor is 5 kilometers below sea level.
Now, to ascertain the elevation of the volcano's summit relative to sea level, we consider it as a positive value added to the depth of the ocean floor.
For instance, if the volcano's height is 2 kilometers, when added to the ocean floor's depth 5 kilometers, the elevation of the summit relative to sea level would be 5 kilometers ocean floor 2 kilometers volcano height 3 kilometers.
In essence, to determine the summit's elevation above sea level, we'd need to work with positive numbers representing the height of the volcano, adding it to the negative value of the ocean floor's depth.
The result would be the actual elevation of the volcano's summit relative to the sea level, showing how high it protrudes from the ocean floor.
Understanding negative elevations for underwater features and positive elevations for above water features if the ocean floor has an elevation of 5 kilometers.
what interger represents the elevation of the summit of the volcano relative to sea level helps us calculate the true height of landforms relative to sea level, providing a comprehensive view of their vertical positioning in relation to the Earth's surface.