Parallelepiped Problem
Suppose that a hypothetical right Parallelepiped has a length of 10, a height of 6, and a depth of 8. If the length, the height, and the depth are all increasing at a constant rate of 2 units per second, how fast is the main diagonal of the Parallelepiped increasing (in units per second)? Round to 3 decimal digits.
The answer is 3.394.
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