MTH 101 Chapter Notes - Chapter 2: Floor And Ceiling Functions, Maxima And Minima, Ferrari P
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When functions are increasing, decreasing, or constant from its own graph. When it"s on an open interval, i, if, for any possible choice of both x1 and x2 in i when noting that x1 < x2, which therefore notes that f (x1) < f (x2) When it"s on an open interval, i, if, for any possible choice of both x1 and x2 in i when noting that x1 < x2, which therefore notes that f (x1) > f (x2) When it"s on an open interval, i, if, for any possible choice of just x in i when the values in f (x) are all equal. What"s the di erence between a maximum and minimum: maximum. The maximum would be the largest y-value for any function: minimum. The minimum would be the smallest y-value for any function. What"s the di erence between a local minimum and an absolute mini- mum: local minimum.