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作者 G41271 在 PTT [ trans_math ] 看板的留言(推文), 共172則
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[積分] 中山一題定積分
[ trans_math ]7 留言, 推噓總分: +2
作者: JukeFF - 發表於 2016/03/25 14:50(8年前)
6FG41271: 不用死背公式. ∫e^(-st)dt=1/s, (0~∞).然後對s微04/05 22:11
7FG41271: 分兩次即可得04/05 22:11
Re: [微分] 這到底怎麼積呀= =(99中山物理系)
[ trans_math ]12 留言, 推噓總分: +3
作者: heymei0421 - 發表於 2010/07/28 05:29(13年前)
12FG41271:這個不能積 所以你算錯了 請自刪 謝謝123.204.106.29 09/24 14:40
[張爸] Γ 觀念
[ trans_math ]10 留言, 推噓總分: +4
作者: henry9621205 - 發表於 2010/05/26 13:43(14年前)
10FG41271:Γ(a+1)=aΓ(a)123.204.99.36 05/26 22:59
[考古] 級數求和
[ trans_math ]10 留言, 推噓總分: +1
作者: owlran - 發表於 2010/05/23 13:35(14年前)
1FG41271:妳的n是啥112.104.176.153 05/23 13:41
Re: [積分] 瑕積分....97 台大
[ trans_math ]12 留言, 推噓總分: +4
作者: r19891011 - 發表於 2010/05/02 02:43(14年前)
11FG41271:要怎麼證明他收斂呀59.114.251.134 05/02 12:15
[積分] 積分問題
[ trans_math ]2 留言, 推噓總分: +2
作者: TownMayor - 發表於 2010/04/05 09:35(14年前)
2FG41271:數值解59.114.248.158 04/05 19:08
[積分] 問兩題積分
[ trans_math ]2 留言, 推噓總分: +1
作者: eternalnumb - 發表於 2010/03/25 23:08(14年前)
1FG41271:第二題 let 4x^2 = u123.204.207.149 03/26 04:23
Re: [微分] 常數的微分不是應該等於零嗎?
[ trans_math ]4 留言, 推噓總分: +2
作者: etkj2000tw - 發表於 2010/03/05 23:11(14年前)
1FG41271:謝謝你的熱心回答 不過其實我在反串123.204.208.132 03/06 00:27
[微分] 常數的微分不是應該等於零嗎?
[ trans_math ]8 留言, 推噓總分: +4
作者: golconda - 發表於 2010/03/05 15:51(14年前)
2FG41271:dx/dx = 1 當x=1時得到 d/dx 1 = 1140.114.82.74 03/05 20:27
3FG41271:但是 常數的微分不是應該要是零嗎 zzzzz140.114.82.74 03/05 20:28
[張爸] 級數和
[ trans_math ]11 留言, 推噓總分: +5
作者: midarmyman - 發表於 2010/02/25 22:46(14年前)
1FG41271:考慮x^2的傅立葉轉換140.114.82.74 02/26 01:58
11FG41271:有很多方法的123.204.71.19 03/02 00:30