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if f is always increasing, then f' is always increasing? true or false?
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Think of a straight line with a positive slope. The function is always increasing, what's happening to f'?
What is the definition of f'?
f prime
its a derivative
just because f is always increasing, does not mean that it's derivative is increasing. take the linear function f(x) = x... f(x) is always increasing, but f'(x) = 1... which stays the same no matter what x is
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thanks for ur explanation :)
yw
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