求下列有理函数的积分:[tex=5.0x2.643]bsyZSxtPUwcRucXKds/R8Tk5kd5/HfY72njdjdBBTrUooQBnOFBtg6SURmybtTEG[/tex]
[tex=29.429x2.786]8KLEzUuiHDwZ3mOOcK/T/jx7WZVU0saYMNVu5nSU4piF0CScbEnkidyN0dhIdjRfFZuNgFcqSqV4i+pzU1sJwCwQpobgJG1Sks0cfTQu9D8k8ZyQBE4uYFhkbyaZE0pFY0UX6Cni+xlJ2ekkntE/9ENPLMC03ZvicuFaA4UHaOrJ7ObhjdmQV8j4aeJi5KlBW3PG0r3uZQuYJGIHyp9k+QMDLn2x4bIBNJ45xMhQcQysTFT2jwIk6gkgrfEOvYlv[/tex]
举一反三
- 求下列函数微分（5）[tex=5.143x1.214]wgTN9xkPbY9B7yL4Qztu29Bm2TQVgxFKfHb1lUqkbhY=[/tex]
- 求下列函数的导数（5）[tex=5.071x1.357]2hdTzf2xpj6slaOiLTDmpIo3Y8GhhBjNHb4ExVJvwAQ=[/tex]
- 用分部积分法求下列不定积分：[tex=5.0x2.643]bXsvDnQuucVP7Mb6c4Acanzn5a4GGDoHWpCuzvKOa1k=[/tex]
- 计算下面有理函数的积分：[tex=4.929x2.643]/gUdBm+sgUpl2gO1dL7z8ILE30wAjfDJadAJrAhNfKA=[/tex]
- 计算有理函数的积分：[tex=4.929x2.643]8KLEzUuiHDwZ3mOOcK/T/lSEWCePCsHJ4yCAWQ1aDFs=[/tex]
内容
- 0
求函数[tex=4.5x1.357]5/J+NwGff1gzpEtMRh9rXi5eZgyMsHeRWCrn8oZb9ak=[/tex]的极值
- 1
利用[tex=1.929x1.0]au2olChJIABR52MosDCmMw==[/tex]的 Gauss - Laguerre 求积公式计算下列积分:[tex=5.0x2.643]Tm/h5uXYRRiT123DUwlP6xdNJyz3hkWt8WvRDSKQ/rczMspT97FQVSrNvy7gQ3nA[/tex]
- 2
用分部积分法求下列不定积分:[tex=5.0x2.643]kU0FhJkU5pEpLfdkyYjNV/RttED/aoBJEO4R84jBMV4=[/tex]
- 3
不计算积分，直接比较下列积分值的大小.[tex=4.929x2.643]uTVheQh2dc2rbhneiObaEiyAr64kmP10Y71gTR/dCLE=[/tex]与 [tex=5.0x2.643]uTVheQh2dc2rbhneiObaEkbWOGZNzfnb8OfIRdQLdtQ=[/tex]
- 4
求下列函数的卷积积分 [tex=4.5x1.357]/GCwwNJOmemovZHcF7p6gzF22i9ddkmOAuJBVXn6cl0=[/tex] 。[tex=8.786x1.5]+bszSsQiat21FtPZVb1cIcxovezCiivJWvIpXsDJrEtkykaUdqLabq0JN86kH0G3[/tex];