MATH 2144 Final: MATH 2144 OK State PracticeFinal
Document Summary
[4, ): ( a ) find the inverse function of g(x) = ln x 1 x (a) g 1(x) = (b) g 1(x) = (c) g 1(x) = (d) g 1(x) = 1 + ex (e) g 1(x) = e x 1 x : ( b ) find the limit (a) 0; 6 (c) 1; (d) ; (e) does not exist: ( e ) find the limit (a) 0; (b) ; x2 1 x + 6 lim x 0 lim t 25 t 25. 2 (c) 5; (d) 5; (e) 10: ( c ) find the limit (a) 0; (b) ; 6 (d) 1; (e) . does not exist sin x x x3 lim x 0: ( c ) find f (x) where f (x) = 3x + 1 (a) 3; (b) (c) (d) (e) Part ii: partial credit problems: find the horizontal, vertical and slant asymptotes of f (x) = x2+7 x+1 .
