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Bob, the diver, is 17.4 meters below sea level. His friend, Miguel, is diving with him. Miguel is 36.3 meters below sea level.

How far apart are they?

Answer :

Final answer:

The subject of your question is mathematics, specifically the mathematical concept of absolute value, which denotes the distance between numbers on a number line. Bob and Miguel, diving below sea level, are 18.9 meters apart based on the depths given. The problem is a simple deduction of their respective depths.

Explanation:

The subject of your question is mathematics, specifically the mathematical concept of absolute value, which denotes the distance between numbers on a number line.

In this case, Bob is at a depth of 17.4 meters and Miguel at a depth of 36.3 meters. So, the calculation would be like this: 36.3 (Miguel's depth) - 17.4 (Bob's depth), to find out how far they are apart vertically.

The solution: 36.3 - 17.4 = 18.9 meters. So, Bob and Miguel are 18.9 meters apart from each other underwater.

Remember, when thinking about depth below sea level, greater numbers mean greater depth. So, even though Miguel's number is larger, it means he is further below the surface.

Learn more about Absolute value here:

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