区分其他功能(三角,ln & e等)
我怎么区分常见功能?
- 这些都是常见的结果
" class="Wirisformula" role="math" alt="分数分子d / d x左括号结束分数分母的n次方右括号= n x的力量指数n - 1结束" style="vertical-align:-17px;height:47px;width:122px">d d x ( x n ) = n x n - 1 {"language":"en","fontFamily":"Times New Roman","fontSize":"18"} " class="Wirisformula" role="math" alt="分数分母分子d / d x结束部分左括号直e x右括号=的力量直e x的力量" style="vertical-align:-17px;height:47px;width:90px">d d x ( e x ) = e x {"language":"en","fontFamily":"Times New Roman","fontSize":"18"} " class="Wirisformula" role="math" alt="分数分母分子d / d x结束部分左括号的x右括号= x ln空间的力量" style="vertical-align:-17px;height:47px;width:119px">为d d x ( a x ) = a x ln a {"language":"en","fontFamily":"Times New Roman","fontSize":"18"} " class="Wirisformula" role="math" alt="一个大于0" style="vertical-align:-6px;height:22px;width:35px">a > 0 {"language":"en","fontFamily":"Times New Roman","fontSize":"18"} " class="Wirisformula" role="math" alt="分数分母分子d / d x结束部分左括号ln空间x右括号= 1 / x" style="vertical-align:-17px;height:47px;width:104px">d d x ( ln x ) = 1 x {"language":"en","fontFamily":"Times New Roman","fontSize":"18"} " class="Wirisformula" role="math" alt="分数分母分子d / d x结束部分左括号罪恶空间x右括号= cos空间x" style="vertical-align:-17px;height:47px;width:131px">d d x ( sin x ) = cos x {"language":"en","fontFamily":"Times New Roman","fontSize":"18"} " class="Wirisformula" role="math" alt="分数分母分子d / d分数左括号结束因为空间x右括号= -罪恶空间x" style="vertical-align:-17px;height:47px;width:148px">d d x ( cos x ) = - sin x {"language":"en","fontFamily":"Times New Roman","fontSize":"18"} " class="Wirisformula" role="math" alt="分数分母分子d / d x结束部分左括号tan空间x右括号=秒的平方空间x" style="vertical-align:-17px;height:47px;width:138px">d d x ( tan x ) = sec 2 x {"language":"en","fontFamily":"Times New Roman","fontSize":"18"} " class="Wirisformula" role="math" alt="分数分母分子d / d x结束部分左括号床空间x右括号= - cos ec平方空间x" style="vertical-align:-17px;height:47px;width:172px">d d x ( cot x ) = - cos ec 2 x {"language":"en","fontFamily":"Times New Roman","fontSize":"18"} " class="Wirisformula" role="math" alt="分数分母分子d / d x左括号结束分数秒空间x右括号=秒空间x tan空间x" style="vertical-align:-17px;height:47px;width:168px">d d x ( sec x ) = sec x tan x {"language":"en","fontFamily":"Times New Roman","fontSize":"18"} " class="Wirisformula" role="math" alt="分数分母分子d / d x结束部分左括号因为ec空间x右括号= - cos ec空间x床空间x" style="vertical-align:-17px;height:47px;width:219px">d d x ( cos ec x ) = - cos ec x cot x {"language":"en","fontFamily":"Times New Roman","fontSize":"18"} " class="Wirisformula" role="math" alt="直d / dx左括号棕褐色的力量- 1结束指数x右括号空间=空间分数分子1除以分母1 +空间x²最终分数" style="vertical-align:-18px;height:48px;width:175px">d dx ( tan - 1 x ) = 1 1 + x 2 {"language":"en","fontFamily":"Times New Roman","fontSize":"18"}
我怎么区分指数和对数?
- 两个基本微分公式是:
- 从这些基本公式推导这两个额外的公式:
- 和指数更严重的是:
- 最后一个公式可以从公式3使用链式法则
我怎么区分倒数三角函数吗?
- 衍生品的互惠的三角函数的公式是:
- 你可以得到的衍生品证券交易委员会,余割,床使用链式法则和基本三角函数的导数
考试技巧
- 所有上述的公式书,确保你知道如何找到他们。
- 他们将使用身份时特别有用,当积分三角函数。
- 识别棕褐色的导数1x对于集成一些函数将特别有用。