将下列函数展开成麦克劳林级数，并求其收敛域：[tex=8.214x2.357]Uvh5Koks4Vyfe25VcsYap0hWzK55mMBnfoyvRl8kydUgq7k32QXKwVr5c0wMWcVN[/tex]
由[tex=0.929x1.0]1zqwqZu4w7E3lJf6/htMWQ==[/tex]的麦克劳林展式，得[tex=8.571x2.0]IQtHywSNvDBGr8k1WdD5kzvY7DACwsNlfTx80nKVVD00atqSWj6P95/NhqrpWwvyqfmCkM0mZHRkMB90TGDaeQ==[/tex] [tex=13.714x2.929]TL5BQcHJuqm3vI8HUdWpLLaVRXs3ENhcq921bfoxpiOyX44u1RZ+saxP6w1VKvpmKDiIztfSKg7LP3SewKscYdwa4xLmcieHepVSYVXHPGjc/ZeUeZBOA7C3efRL+M1gbgjEfgq9vtMQzf1A/60e730JZAh/T8ttIxBK8JlSBVY=[/tex][tex=6.429x2.714]HgVFdXW6naPRkHmuQT/U3PHQczngKGh4Mdkk2BPFhfKm7n4GdKVNjMpEjZtxPN75z55jHkPOkgr/DCzQhX5K2w==[/tex]其收敛域为[tex=4.786x1.357]s7iNtzv6VZBJIv3/n0IMcyBDE7yfjR2Z6MzgAS7zszc=[/tex].
举一反三
- 将此函数展开成麦克劳林级数，并求其收敛域：[tex=3.571x1.357]8MBRPhvCF6qRxyofAhjSjQ==[/tex]
- 将此函数展开成麦克劳林级数，并求其收敛域：[tex=5.143x1.5]IJwuJNbSgcLpUSCQjZhLKPiNlWXzSMzC3VWK34f7ZtY=[/tex]
- 将此函数展开成麦克劳林级数，并求其收敛域：[tex=6.643x2.429]kadv9dC0YndoPCBWaM4DZ4D2MbNojIH47pt0ju5hd60=[/tex]
- 将此函数展开成麦克劳林级数，并求其收敛域：[tex=8.786x1.571]VSlccBCnGK/QBsRmqVzqnggpELyJwBr/hjX5SSUL2GIuWFp46KcwiWXwRCL+Pe5l[/tex]
- 将此函数展开成麦克劳林级数，并求其收敛域：[tex=7.786x2.357]t/eIiKQYSkv9FsOKizKhSWmREf8EXhvvBww1L0h5cvHgfAnnho/AMhp1CUHAtEi1[/tex]
内容
- 0
用间接法将下列函数展开为麦克劳林级数,并指出其收敛域: [tex=4.071x1.0]i3Dyl7rzFZgnl96sbxZqOQ==[/tex]
- 1
用间接法将下列函数展开为麦克劳林级数,并指出其收敛域: [tex=4.857x2.429]SNda6Kz+EFN2fXzDb2IvIJGlvnAojuTx4c58CVfCEq0=[/tex]
- 2
用间接法将下列函数展开为麦克劳林级数,并指出其收敛域:[tex=6.071x1.571]He/EmZodQU4JQnyIE90ZzI8hoXYC3jhy4pAbDxNWtIA=[/tex]
- 3
用间接法将下列函数展开为麦克劳林级数,并指出其收敛域:[tex=3.643x2.714]vVtLLbNY4gvkEZHWdUVBVWuysChRPHE54sZ/lxZf8HauXO+jTOYktBnTZVhFxouE[/tex][br][/br]
- 4
试将函数[tex=6.429x2.786]KxH31rE037r1nCSwh+zvwDWZtD0vGCZcTP5ojFn1RXTeEMgTG7/cDYJn2GGp5OK5[/tex]展为麦克劳林级数,并写出其收敛域.