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作者 suhorng 在 PTT [ trans_math ] 看板的留言(推文), 共282則
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Re: 有關larson的微積分
[ trans_math ]12 留言, 推噓總分: +6
作者: BaBi - 發表於 2013/07/17 14:10(11年前)
7Fsuhorng:XDDD118.166.45.56 07/19 23:46
8Fsuhorng:現在看來Adams的確有點偏118.166.45.56 07/19 23:47
[考古] 100 嘉義 計算第四題
[ trans_math ]6 留言, 推噓總分: +2
作者: fb74123698 - 發表於 2013/07/13 19:38(11年前)
6Fsuhorng:轉成極座標就很容易看出來該怎麼夾擠了118.166.48.166 07/17 01:31
Re: [考古] 91嘉大
[ trans_math ]4 留言, 推噓總分: 0
作者: suhorng - 發表於 2013/07/06 02:17(11年前)
2Fsuhorng:的確是二階差分118.166.47.39 07/07 19:28
3Fsuhorng:不過要弄個極限, 一開始還是沒想到展開118.166.47.39 07/07 19:28
4Fsuhorng:到二次就出來了...118.166.47.39 07/07 19:28
Re: [考古] 91嘉大
[ trans_math ]4 留言, 推噓總分: 0
作者: suhorng - 發表於 2013/07/06 00:33(11年前)
2Fsuhorng:台大微甲考古題出過一樣的題目118.166.47.39 07/06 00:48
3Fsuhorng:可是解答是錯的= =118.166.47.39 07/06 00:48
4Fsuhorng:直覺上就會讓人想把他變成 f''(x)...Y118.166.47.39 07/06 00:49
[考古] 輔大101年,漸進值
[ trans_math ]20 留言, 推噓總分: +2
作者: Trewf - 發表於 2013/07/05 11:24(11年前)
1Fsuhorng://en.wikipedia.org/wiki/Linearization140.112.16.131 07/05 12:15
2Fsuhorng:in short: L(x) := f(a) + f'(a)(x-a)140.112.16.131 07/05 12:16
8Fsuhorng:我猜就是取 a := x_0118.166.47.39 07/05 22:27
9Fsuhorng:這樣就16了 XD?118.166.47.39 07/05 22:28
期考提 數列
[ trans_math ]5 留言, 推噓總分: +2
作者: metastable - 發表於 2013/06/24 09:41(11年前)
1Fsuhorng:1/√[1-(-1/4)] = 1/√(4/5) = 2/√5118.166.44.209 06/24 10:39
2Fsuhorng:下面那段就alternating series誤差估計118.166.44.209 06/24 10:39
3Fsuhorng:誤差不超過略去的第一項118.166.44.209 06/24 10:40
5Fsuhorng:感謝樓上118.166.44.209 06/24 18:01
級數2題
[ trans_math ]8 留言, 推噓總分: +2
作者: min102257 - 發表於 2013/06/21 20:28(11年前)
2Fsuhorng:(1)可以 用l'Hopital rule不會怪怪的118.166.50.38 06/21 22:19
3Fsuhorng:但是請這樣寫 因為這是推論過程:118.166.50.38 06/21 22:19
4Fsuhorng:by l'Hopital rule lim sin(x)/x = 1118.166.50.38 06/21 22:20
5Fsuhorng:as x → 0118.166.50.38 06/21 22:20
6Fsuhorng:since ΣAn conv we have An→0118.166.50.38 06/21 22:20
7Fsuhorng:therefore lim sin(An)/An=1118.166.50.38 06/21 22:20
8Fsuhorng:Since An>0, by limit comparison test...118.166.50.38 06/21 22:21
[考古] 95台大C
[ trans_math ]16 留言, 推噓總分: 0
作者: okajimatt - 發表於 2013/06/18 22:24(11年前)
2Fsuhorng:先求出兩曲面交出來的圓118.166.52.57 06/18 22:49
3Fsuhorng:就可以重積分 (z球面 - z圓錐面)118.166.52.57 06/18 22:49
4Fsuhorng:最好能先畫出圖 (至少要想像出來)118.166.52.57 06/18 22:50
5Fsuhorng:p.s. z^2=x^2+y^2就是cone 這個只有上半118.166.52.57 06/18 22:50
6Fsuhorng:圍的區域是冰淇淋118.166.52.57 06/18 22:50
9Fsuhorng:不知道怎麼用極座標想那就試試不用極座標118.166.52.57 06/18 23:11
10Fsuhorng:相交地方就兩式解聯立而已 可以解出那個圓118.166.52.57 06/18 23:11
11Fsuhorng:那就是積分區域118.166.52.57 06/18 23:11
13Fsuhorng:那你是要球座標還是柱座標118.166.52.57 06/18 23:34
14Fsuhorng:兩者都可以算118.166.52.57 06/18 23:34
[張爸] 求收斂與否
[ trans_math ]11 留言, 推噓總分: +1
作者: winter5690 - 發表於 2013/06/16 02:43(11年前)
7Fsuhorng:這每一項都=1/(√(n+1)+√n)118.166.44.76 06/16 18:37
10Fsuhorng:=0吧?118.166.44.76 06/16 23:42
Re: [張爸] 求點到線之距離
[ trans_math ]6 留言, 推噓總分: +1
作者: BaBi - 發表於 2013/05/29 01:36(11年前)
2Fsuhorng:那你給的平面是什麼?140.112.30.135 05/29 09:30
3Fsuhorng:一條直線周圍可是有一整圈平面阿140.112.30.135 05/29 09:30