ó
ŠƒßYc           @   sv  d  d l  Td „  Z d „  Z d „  Z d „  Z d „  Z d „  Z d „  Z d	 „  Z d
 „  Z	 d „  Z
 d „  Z d „  Z d „  Z d „  Z d „  Z d „  Z d „  Z d „  Z d „  Z d „  Z d „  Z d „  Z d „  Z d „  Z d „  Z d „  Z d „  Z d „  Z d „  Z d „  Z d  „  Z d! „  Z  d" „  Z! d# „  Z" d$ „  Z# d% „  Z$ d& „  Z% d' „  Z& d( „  Z' d) „  Z( d* S(+   iÿÿÿÿ(   t   *c           C   s   d S(   Ns   x**2.0*exp(-x)(    (    (    (    sR   /usr/local/Slides/1_Disciplines/1_CN/1_Functions/1_Derivatives/9_Activities/N01.pyt   Name1   s    c         C   s   |  d t  |  ƒ S(   Ni   (   t   exp(   t   x(    (    sR   /usr/local/Slides/1_Disciplines/1_CN/1_Functions/1_Derivatives/9_Activities/N01.pyt   f1   s    c         C   s   d |  |  d t  |  ƒ S(   Ng       @i   (   R   (   R   (    (    sR   /usr/local/Slides/1_Disciplines/1_CN/1_Functions/1_Derivatives/9_Activities/N01.pyt   df1	   s    c         C   s   |  d d |  d t  |  ƒ S(   Ni   g      @g       @(   R   (   R   (    (    sR   /usr/local/Slides/1_Disciplines/1_CN/1_Functions/1_Derivatives/9_Activities/N01.pyt   d2f1   s    c           C   s   d S(   Ns   exp(x)/x**2.0(    (    (    (    sR   /usr/local/Slides/1_Disciplines/1_CN/1_Functions/1_Derivatives/9_Activities/N01.pyt   Name2   s    c         C   s   t  |  ƒ |  d S(   Ng       @(   R   (   R   (    (    sR   /usr/local/Slides/1_Disciplines/1_CN/1_Functions/1_Derivatives/9_Activities/N01.pyt   f2   s    c         C   s   |  d t  |  ƒ |  d S(   Ng       @i   (   R   (   R   (    (    sR   /usr/local/Slides/1_Disciplines/1_CN/1_Functions/1_Derivatives/9_Activities/N01.pyt   df2   s    c         C   s&   |  d d |  d t  |  ƒ |  d S(   Ni   g      @g       @i   (   R   (   R   (    (    sR   /usr/local/Slides/1_Disciplines/1_CN/1_Functions/1_Derivatives/9_Activities/N01.pyt   d2f2   s    c           C   s   d S(   Ns
   log(1.0+x)(    (    (    (    sR   /usr/local/Slides/1_Disciplines/1_CN/1_Functions/1_Derivatives/9_Activities/N01.pyt   Name3   s    c         C   s   t  d |  ƒ S(   Ng      ð?(   t   log(   R   (    (    sR   /usr/local/Slides/1_Disciplines/1_CN/1_Functions/1_Derivatives/9_Activities/N01.pyt   f3   s    c         C   s   d d |  S(   Ng      ð?(    (   R   (    (    sR   /usr/local/Slides/1_Disciplines/1_CN/1_Functions/1_Derivatives/9_Activities/N01.pyt   df3!   s    c         C   s   d d |  d S(   Ng      ð¿g      ð?i   (    (   R   (    (    sR   /usr/local/Slides/1_Disciplines/1_CN/1_Functions/1_Derivatives/9_Activities/N01.pyt   d2f3$   s    c           C   s   d S(   Ns   sqrt(1.0+x)(    (    (    (    sR   /usr/local/Slides/1_Disciplines/1_CN/1_Functions/1_Derivatives/9_Activities/N01.pyt   Name4'   s    c         C   s   t  d |  ƒ S(   Ng      ð?(   t   sqrt(   R   (    (    sR   /usr/local/Slides/1_Disciplines/1_CN/1_Functions/1_Derivatives/9_Activities/N01.pyt   f4*   s    c         C   s   d d t  d |  ƒ S(   Ng      ð?g       @(   R   (   R   (    (    sR   /usr/local/Slides/1_Disciplines/1_CN/1_Functions/1_Derivatives/9_Activities/N01.pyt   df4-   s    c         C   s   d d |  d S(   Ng      Ð¿i   g      ø?(    (   R   (    (    sR   /usr/local/Slides/1_Disciplines/1_CN/1_Functions/1_Derivatives/9_Activities/N01.pyt   d2f40   s    c           C   s   d S(   Ns   sqrt(1.0+x**2.0)(    (    (    (    sR   /usr/local/Slides/1_Disciplines/1_CN/1_Functions/1_Derivatives/9_Activities/N01.pyt   Name53   s    c         C   s   t  d |  d ƒ S(   Ng      ð?g       @(   R   (   R   (    (    sR   /usr/local/Slides/1_Disciplines/1_CN/1_Functions/1_Derivatives/9_Activities/N01.pyt   f56   s    c         C   s   d |  t  d |  d ƒ S(   Ng      ð?i   (   R   (   R   (    (    sR   /usr/local/Slides/1_Disciplines/1_CN/1_Functions/1_Derivatives/9_Activities/N01.pyt   df59   s    c         C   s   d d |  d d S(   Ng      ð?i   g      ø?(    (   R   (    (    sR   /usr/local/Slides/1_Disciplines/1_CN/1_Functions/1_Derivatives/9_Activities/N01.pyt   d2f5<   s    c           C   s   d S(   Ns   cos(x)(    (    (    (    sR   /usr/local/Slides/1_Disciplines/1_CN/1_Functions/1_Derivatives/9_Activities/N01.pyt   Name6?   s    c         C   s
   t  |  ƒ S(   N(   t   cos(   R   (    (    sR   /usr/local/Slides/1_Disciplines/1_CN/1_Functions/1_Derivatives/9_Activities/N01.pyt   f6B   s    c         C   s   t  |  ƒ S(   N(   t   sin(   R   (    (    sR   /usr/local/Slides/1_Disciplines/1_CN/1_Functions/1_Derivatives/9_Activities/N01.pyt   df6E   s    c         C   s   t  |  ƒ S(   N(   R   (   R   (    (    sR   /usr/local/Slides/1_Disciplines/1_CN/1_Functions/1_Derivatives/9_Activities/N01.pyt   d2f6H   s    c           C   s   d S(   Ns   x*cos(x)(    (    (    (    sR   /usr/local/Slides/1_Disciplines/1_CN/1_Functions/1_Derivatives/9_Activities/N01.pyt   Name7L   s    c         C   s   |  t  |  ƒ S(   N(   R   (   R   (    (    sR   /usr/local/Slides/1_Disciplines/1_CN/1_Functions/1_Derivatives/9_Activities/N01.pyt   f7O   s    c         C   s   t  |  ƒ |  t |  ƒ S(   N(   R   R   (   R   (    (    sR   /usr/local/Slides/1_Disciplines/1_CN/1_Functions/1_Derivatives/9_Activities/N01.pyt   df7R   s    c         C   s   d t  |  ƒ |  t |  ƒ S(   Ng       À(   R   R   (   R   (    (    sR   /usr/local/Slides/1_Disciplines/1_CN/1_Functions/1_Derivatives/9_Activities/N01.pyt   d2f7U   s    c           C   s   d S(   Ns   tan(x)(    (    (    (    sR   /usr/local/Slides/1_Disciplines/1_CN/1_Functions/1_Derivatives/9_Activities/N01.pyt   Name8X   s    c         C   s
   t  |  ƒ S(   N(   t   tan(   R   (    (    sR   /usr/local/Slides/1_Disciplines/1_CN/1_Functions/1_Derivatives/9_Activities/N01.pyt   f8[   s    c         C   s   d t  |  ƒ d S(   Ng      ð?i   (   R$   (   R   (    (    sR   /usr/local/Slides/1_Disciplines/1_CN/1_Functions/1_Derivatives/9_Activities/N01.pyt   df8^   s    c         C   s    d t  |  ƒ d t  |  ƒ d S(   Ng       @g      ð?i   (   R$   (   R   (    (    sR   /usr/local/Slides/1_Disciplines/1_CN/1_Functions/1_Derivatives/9_Activities/N01.pyt   d2f8a   s    c           C   s   d S(   Ns   sinh(x)(    (    (    (    sR   /usr/local/Slides/1_Disciplines/1_CN/1_Functions/1_Derivatives/9_Activities/N01.pyt   Name9e   s    c         C   s
   t  |  ƒ S(   N(   t   sinh(   R   (    (    sR   /usr/local/Slides/1_Disciplines/1_CN/1_Functions/1_Derivatives/9_Activities/N01.pyt   f9h   s    c         C   s
   t  |  ƒ S(   N(   t   cosh(   R   (    (    sR   /usr/local/Slides/1_Disciplines/1_CN/1_Functions/1_Derivatives/9_Activities/N01.pyt   df9k   s    c         C   s
   t  |  ƒ S(   N(   R)   (   R   (    (    sR   /usr/local/Slides/1_Disciplines/1_CN/1_Functions/1_Derivatives/9_Activities/N01.pyt   d2f9n   s    c           C   s   d S(   Ns   x**2.0*sinh(x)(    (    (    (    sR   /usr/local/Slides/1_Disciplines/1_CN/1_Functions/1_Derivatives/9_Activities/N01.pyt   Name10q   s    c         C   s   |  d t  |  ƒ S(   Ng       @(   R)   (   R   (    (    sR   /usr/local/Slides/1_Disciplines/1_CN/1_Functions/1_Derivatives/9_Activities/N01.pyt   f10t   s    c         C   s$   d |  t  |  ƒ |  d t |  ƒ S(   Ng       @(   R)   R+   (   R   (    (    sR   /usr/local/Slides/1_Disciplines/1_CN/1_Functions/1_Derivatives/9_Activities/N01.pyt   df10w   s    c         C   s2   d t  |  ƒ d |  t |  ƒ |  d t  |  ƒ S(   Ng       @g      @i   (   R)   R+   (   R   (    (    sR   /usr/local/Slides/1_Disciplines/1_CN/1_Functions/1_Derivatives/9_Activities/N01.pyt   d2f10z   s    N()   t   mathR   R   R   R   R   R   R	   R
   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R    R!   R"   R#   R%   R&   R'   R(   R*   R,   R-   R.   R/   R0   R1   (    (    (    sR   /usr/local/Slides/1_Disciplines/1_CN/1_Functions/1_Derivatives/9_Activities/N01.pyt   <module>   sP   
																																							