• 2022-06-30
    判别[tex=6.143x2.786]X2gab7jvTTuZN6ngOOmQIPtBGenZ/r6Xr9GLN9++vJmnZFmlOOB9bvSG5fBOilk+[/tex]的敛散性,如果收敛,计算反常积分的值.
  • 由于 [tex=22.929x2.857]X2gab7jvTTuZN6ngOOmQIPtBGenZ/r6Xr9GLN9++vJnbBZva5QVRW21wdXjhaKgb2qLkZb2ar7uzg4d8JBcDpSSa/jkxzmNb6Qbu7tvGElJBRfAVrG3CrNp/Za6Polka7iN6179hZ4uZ6FPNgy5ZWQjZNtsmteDlK7TKNuX1hNk=[/tex], 而[tex=22.0x8.571]VayJAJ4dPoPvWvsG3JDU0puUbE+8mly6yUF+o0dKj/LQMOi8bXs8cPf1eb3IdUO/df+E4+HVcRmRU5mEdP4yUKX1CjBbnrfaD1AzT0QWoRmU0WjweZkv3XFLR4vBfTR4ZluMtgOifcUrGowvKlkTt2fr4sKKeMJmlJAtyb6hRh03/Cw37sdsBnauIQwbaoOWtCnMdrj7tngUtOn9ln+Hs0k9bKa9gsysz0Js29qeyXfoIenpx27QXIIpgmOm71up8beaCc9Agg4FEQ03NpDJeM/S5bNSdE8JjjjrhtB4EMs0xsJlqF3WIvgueJcD1wPnaaJq2OghFDazEiKY6MGOnv2TAHDf1ERfDptRe7VH1PIMkVTZirGpqglZekTfPGJVsOENkqde6Vv5bktyTJlHLV75gR8Bp+PEBZZIBmk5az60Q/R+zT6+G4VyNHTDgDu4[/tex]故该反常积分发散;

    内容

    • 0

      利用无界函数积分的定义判别下列无界函数积分的敛散性.如果收敛,计算它的值.[tex=6.571x2.786]xgSXrJZkoMgDYAqvzH7vibL62Vl89QtXtglopw1s9gf841mfpvroaJtZ1bvNF4lY[/tex]

    • 1

      利用无界函数积分的定义判别下列无界函数积分的敛散性.如果收敛,计算它的值.[tex=7.857x2.857]OAUaRM28hqAuNQQ1a7u7567pMWrggODnJ3Ofrljiu9sUMpyqpdwhh1F0O3zVXCtwY1a9yv9PXcJNyvnP+gX4aQ==[/tex]

    • 2

      判断广义积分的敛散性,如果收敛,计算广义积分的值[tex=8.214x2.714]qN8fOJEmxCPwE8y3sw7Sc5ihkdgcKsiHAWt1uSpa7G+wlnW1T0uikoxImmEQpfOF[/tex].

    • 3

      判断广义积分的敛散性,如果收敛,计算广义积分的值[tex=4.786x2.857]D+OdHpWjBNPXoMUoCawgfgRygfpHj9Nfv8vEHTf1ab8XYMUM8XQZ2yUc69fyBkSq[/tex].

    • 4

      判断广义积分的敛散性,如果收敛,计算广义积分的值[tex=5.143x2.714]wJGaTThFo41W0bFf87CfUvIWGnlpdJBsTDEk5Xw7Msvat+mLefxZGYXAQZNKC941[/tex].