Question

Carl and Cameron are at a pool, Carl dives in and touches the bottom of the pool, 15 feet below the surface of the water. Cameron is standing on a dive platform 2 feet above the surface, waiting for his turn. What is the vertical distance between Carl’s hand and Cameron’s feet?

Answer 1

To find the vertical distance between Carl's hand and Cameron's feet, simply add the depth of Carl's location below the water (15 feet) to the height of Cameron's location above the water (2 feet), resulting in a total vertical distance of 17 feet.

Step-by-step explanation:

The question asks for the vertical distance between Carl's hand and Cameron's feet, given that Carl is 15 feet below the water's surface and Cameron is standing on a dive platform that is 2 feet above the surface.

First, measure the depth of Carl's location, which is 15 feet below the surface. Then add the height of Cameron's location above the surface, which is 2 feet. The total vertical distance is the sum of these two measurements.

Total vertical distance = Carl's depth + Cameron's height above water
= 15 feet + 2 feet
= 17 feet.

Therefore, the vertical distance between Carl's hand and Cameron's feet is 17 feet.