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13 Nov 2019
1. + -/10 points My Notes This problem will focus on the function: f(x)-e-(-9%2 (82)) which is defined for all values of x. (b) The solution to the equation f , (x)=0 is x (c) f "(x) = (smallest x value) and (d) The solutions to the equation f" (x)=0 are x= value) (e) lim f(x)= (largest x (f) xlim-ããf(x) = (g) The maximum value of f(x) on the domain of all real numbers occurs at x- (h) The maximum value of f'(x) on the domain of all real numbers occurs at x (i) The minimum value of f'(x) on the domain of all real numbers occurs at x
1. + -/10 points My Notes This problem will focus on the function: f(x)-e-(-9%2 (82)) which is defined for all values of x. (b) The solution to the equation f , (x)=0 is x (c) f "(x) = (smallest x value) and (d) The solutions to the equation f" (x)=0 are x= value) (e) lim f(x)= (largest x (f) xlim-ããf(x) = (g) The maximum value of f(x) on the domain of all real numbers occurs at x- (h) The maximum value of f'(x) on the domain of all real numbers occurs at x (i) The minimum value of f'(x) on the domain of all real numbers occurs at x
Jean KeelingLv2
2 Mar 2019