integration by substitution
- integration by substitution的基本解释
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代换积分法
- 更多网络例句与integration by substitution相关的网络例句 [注：此内容来源于网络，仅供参考]
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In calculation of definite integral,beginners tend to use three methods of calculation:(1)Leibniz formula,(2)integration by substitution of definite integral,(3)integration by parts of definite integral.
在定积分计算中初学者常用的计算方法有三种：(1)利用牛顿-莱布尼兹公式，(2)定积分的换元积分法，(3)定积分的分部积分法。
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The integration by second substitution is an important method of calculating indefinite integral,it has a certain application,it usually applies to calculate some integrals of irrational function.
第二换元积分法是求函数不定积分的一种重要方法，具有一定的适用范围，对某些无理函数的积分的求解通常使用该方法。
- 更多网络解释与integration by substitution相关的网络解释 [注：此内容来源于网络，仅供参考]
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integration by substitution：代换积分法;换元积分法
integration by parts 分部积分法 | integration by substitution 代换积分法;换元积分法 | integration constant 积分常数
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integration by substitution：代换积分法
integration by parts 分部积分法 | integration by substitution 代换积分法 | integration constant 积分常数
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integration by substitution：换元积分法
换位子|commutator | 换元积分法|integration by substitution | 幻方|magic square
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integration by substitution：代换积分
部分积分 integration by part's | 代换积分 integration by substitution | 积分电路 integration circuit
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formula for integration by substitution：换元公式
微积分基本公式 fundamental formula of calculus | 换元公式 formula for integration by substitution | 递推公式 recurrence formula
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