Finding extreme values of a single variable function: Revision history

From Applied Science

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  • curprev 19:1019:10, 22 March 2022Wikiadmin talk contribs 643 bytes +643 Created page with "If a function is continuous, its rate of change is non-constant and there are intervals in which it's crescent and others where it's decrescent, a natural conclusion is to expect the rate of change to be zero somewhere. <math>f'(x) = 0</math> is a necessary but insufficient condition for a point to be a maximum or a minimum. It's insufficient because there are points where <math>f'(x) = 0</math> and yet that point is neither a maximum nor a minimum. The same concept appl..."