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[其他] 微積分的學習方式

[ trans_math ]36 留言, 推噓總分: +6

作者: ludia - 發表於 2014/08/26 06:55(11年前)

35^F推kanx: 之前準備的經驗是, 請把研究所與轉學考的考古題09/08 23:21

36^F→kanx: 全部抓下來印出來寫一次, 就知道自己有多大差距09/08 23:21

[微分] 有絕對值之微分

[ trans_math ]5 留言, 推噓總分: +2

作者: grant310657 - 發表於 2009/03/27 20:36(17年前)

1^F推kanx:誰告訴你"|sinX| =(sinX)^1/2"的啊?140.112.217.25 03/27 22:22

[考古] 矩陣解微分方程

[ trans_math ]7 留言, 推噓總分: +3

作者: SnowWild - 發表於 2009/02/10 13:50(17年前)

4^F推kanx:當然是內啊, 又不只用線代的方法才能解140.112.217.25 02/11 08:18

5^F→kanx:聯立微分方程, 不過我覺得應該是不會考就是了140.112.217.25 02/11 08:18

[考古] 收斂性

[ trans_math ]7 留言, 推噓總分: +3

作者: matmoki - 發表於 2009/01/06 02:04(17年前)

5^F推kanx:無窮級數, 可以拆出前面有限的n項和跟後面無140.119.235.237 01/06 19:15

6^F→kanx:窮和的項, 確定拆出來的前面有限項收斂後140.119.235.237 01/06 19:16

7^F→kanx:你再判斷剩下的無窮項是不是收斂就好140.119.235.237 01/06 19:16

[積分] 再請教ㄧ題積分

[ trans_math ]9 留言, 推噓總分: +6

作者: iamOrz - 發表於 2008/03/05 21:43(18年前)

6^F推kanx:這個如果是不定積分就不用浪費時間去想了140.112.230.56 03/06 10:18

[考古] 92政大資管第一題

[ trans_math ]8 留言, 推噓總分: +2

作者: Webb17 - 發表於 2008/02/24 23:48(18年前)

4^F推kanx:你把分母拆成(√(x-3)*√(x-3))*(x+1)140.112.230.56 02/25 02:38

5^F→kanx:這樣有比較清楚嗎? x↓3, 就讓剩下的->0140.112.230.56 02/25 02:39

[微分] 均值定理

[ trans_math ]2 留言, 推噓總分: +1

作者: betray911015 - 發表於 2007/12/10 08:48(18年前)

1^F推kanx:f'<0, x=(-∞, ∞), f 單調遞減, 證明成立140.119.145.196 12/10 16:57

[微分] 變化率的問題

[ trans_math ]1 留言, 推噓總分: +1

作者: gogoabc - 發表於 2007/11/13 20:31(18年前)

1^F推kanx:因為是立體, 方向有出去跟進來兩種? 亂猜的140.119.145.196 11/14 00:23

[微分] 求下列函數之微分

[ trans_math ]3 留言, 推噓總分: +3

作者: x213235 - 發表於 2007/07/13 15:28(18年前)

1^F推kanx:這都不會你還是別考比較好.....140.119.18.37 07/13 15:47

[積分] 96中興資工

[ trans_math ]2 留言, 推噓總分: +2

作者: antirazin - 發表於 2007/07/11 00:13(18年前)

1^F推kanx:由原式對b 作偏微分, 作完b代2 應該是這樣解220.133.130.61 07/11 00:28

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