作者查詢 / TheOneisNEO

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一個函數問題

[ trans_math ]3 留言, 推噓總分: +2

作者: klsh520 - 發表於 2007/08/11 18:26(18年前)

1^F推TheOneisNEO:譬如說令y=0代入還有y=-x代入125.232.153.225 08/11 19:28

Re: [微分] 微分題目

[ trans_math ]3 留言, 推噓總分: +3

作者: Fubini - 發表於 2007/07/21 22:00(18年前)

2^F推TheOneisNEO:有意義的情況下 a=p^[log_p ( a )]125.232.130.27 07/21 22:12

[考古] 證明波動方程式

[ trans_math ]6 留言, 推噓總分: +3

作者: tony760305 - 發表於 2007/07/04 13:44(18年前)

4^F推TheOneisNEO:條件應該要給f&g要至少兩次可微吧?125.232.128.134 07/04 19:57

Re: 台大數假ㄧ題證明

[ trans_math ]29 留言, 推噓總分: +10

作者: pobm - 發表於 2007/06/16 12:22(18年前)

3^F推TheOneisNEO:互換原因好像不是那兩個東西無關....125.232.154.52 06/16 16:33

[積分] 聽說是成大的考古題...解不出來>"<

[ trans_math ]10 留言, 推噓總分: +4

作者: ballball520 - 發表於 2007/05/30 23:20(18年前)

1^F推TheOneisNEO:方法或許不是要你把根號弄掉這題沒有122.126.208.102 05/31 00:37

2^F→TheOneisNEO:closed form 可能是要設個微分方程或갠122.126.208.102 05/31 00:39

3^F→TheOneisNEO:用個Laplace transform來解122.126.208.102 05/31 00:40

6^F推TheOneisNEO:我之前有用上面這個網站按看看結果也122.126.212.230 05/31 21:34

7^F→TheOneisNEO:是沒有不定積分形式吧?122.126.212.230 05/31 21:34

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