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Starting from the same point, Reden starts walking eastward at 60 cm/s
while Neil starts running towards the south at 80 cm/s.
How fast is the distance between Reden and Neil increasing after 2 seconds?
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The distance between them is (Pythagoras)
d = = = 100t.
The problem asks to calculate the derivative d'(t) at t= 2 seconds.
The derivative is d'(t) = 100. It is constant and does not depends on time.
So, the answer is: the distance between Reden and Neil uncreases at the constant rate of 100 cm per second.
Solved.