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研究所、轉學考(插大)-微積分
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103年 - 103 國立臺北大學_學士班暨進修學士班轉學生招生考試試題_資訊工程學士、通訊工程學系學士班二年級：微積分#119732
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5.
= __(5) (3%)__
其他申論題
1. If f(x)=x2+x for (2) = __(la) (1%)__ and f(f-1(I)) =__(1b) (1%)__
#510486
2. Express the following function p(x) in the form of f。g。h p(x)=Constraints: functions f, g, h are exponential, power, and linear functions, respectively. Find f(x) =__(2a) (1%)__, g(x)= __(2b) (1%)__, h(x)=__(2c) (1%)__
#510487
3.Ifs(x)=x3+=__(3) (4%)__.
#510488
4.=__(4)(2%)__
#510489
(a) domain= __(6a) (1%)__
#510491
(b) first derivative, i.e. f'(x)=__(6b) (2%)__
#510492
(c) critical numbers are __(6c)(1%)__
#510493
(d) horizontal or/and vertical asymptotes are __(6d) (2%)__
#510494
(e) intervals of increasing or/and decreasing are __(6e) (2%)__
#510495
(f)) refection points(p,f(p)), where p =__ (6f) (2%)__
#510496
= __(5) (3%)__
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= __(5) (3%)__