| 释义 |
mean value theorem of integral calculus
- 平均值定理píng jun1 zhí dìng lǐ
theorem of the mean
- 傅里叶积分公式fù lǐ yè jī fèn gōng shì
integral theorem of fourier
- 介值定理jiè zhí dìng lǐ
intermediate value theorem
- 平均数píng jun1 shù
average, mean value, norm
- 算术平均值suàn shù píng jun1 zhí
arithmetic mean value
- 微分学wēi fèn xué
differential calculus
- 积分的jī fèn de
integral
- 整数的zhěng shù de
integral
- 估值gū zhí
value of assessment; appraisement
- 酌积分zhuó jī fèn
action integral
- 亥姆霍兹定理hài mǔ huò zī dìng lǐ
helmholtz theorem
- 黎曼积分lí màn jī fèn
Riemann integral
- 衍射积分yǎn shè jī fèn
diffraction integral
- 毕氏定理bì shì dìng lǐ
Pythagorean theorem
- 费马定理fèi mǎ dìng lǐ
fermat theorem
- 瑞利定理ruì lì dìng lǐ
Rayleigh theorem
- 膀胱结石bǎng guāng jié shí
vesical calculus, xanthic calculus
- 二项式定理èr xiàng shì dìng lǐ
binomial theorem
- 刘维定理liú wéi dìng lǐ
Liouville's theorem
- 工农业总产值gōng nóng yè zǒng chǎn zhí
gross output value of industry and agriculture
- 冲量定理chōng liàng dìng lǐ
theorem of impulse
- 宝贵的bǎo guì de
precious; valuable; valued; of great value
- 定值dìng zhí
Fixed value
- 面值miàn zhí
par value
- 目标值mù biāo zhí
target value
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