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CALCULUS

銘傳資工微積分課程部落格

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CALCULUS | calculus-yklee.blogspot.com Reviews
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銘傳資工微積分課程部落格
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KEYWORDS
1 calculus
2 銘傳資工微積分課程部落格
3 2017f 期中、期末考及四次小考參考解答
4 第一次小考參考解答
5 第二次小考參考解答
6 期中考參考解答
7 第三次小考參考解答
8 第四次小考參考解答
9 期末考參考解答
10 張貼者:
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calculus,銘傳資工微積分課程部落格,2017f 期中、期末考及四次小考參考解答,第一次小考參考解答,第二次小考參考解答,期中考參考解答,第三次小考參考解答,第四次小考參考解答,期末考參考解答,張貼者:,yklee,沒有留言,exam,2017s 期中、期末考及四次小考參考解答,標籤: exam,2016f 期中、期末考及四次小考參考解答,第一節課,2 函數的變換,第二節課,3 合成函數的介紹,第三節課,2 介紹函數的四種描述方式,4 數學公式,3 從圖形中去檢驗是否為函數的方法 垂直線檢定
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CALCULUS | calculus-yklee.blogspot.com Reviews

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銘傳資工微積分課程部落格

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1

CALCULUS: Week 11: 第五次小考

http://calculus-yklee.blogspot.com/2013/05/week-11_6.html

甲班: [ 試題 PDF 檔下載. 乙班: [ 試題 PDF 檔下載. 訂閱: 張貼留言 (Atom). Watermark範本. 由 Blogger.

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CALCULUS: 六月 2013

http://calculus-yklee.blogspot.com/2013_06_01_archive.html

甲班: [ 試題 PDF 檔下載. 乙班: [ 試題 PDF 檔下載. 訂閱: 文章 (Atom). Watermark範本. 由 Blogger.

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CALCULUS: 十月 2012

http://calculus-yklee.blogspot.com/2012_10_01_archive.html

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4

CALCULUS: 九月 2012

http://calculus-yklee.blogspot.com/2012_09_01_archive.html

Week 1: 2012F 課程說明. Chapter 1. 函數與極限. Chapter 2. 導數. Chapter 3. 微分的應用. Chapter 4. 積分. Chapter 5. 反函數. Chapter 6. 積分技巧. A 期中考 30% (第 9 週). B 期末考 30% (第 18 週). 期中考前第 2, 4, 6, 8 週各小考一次。 期中考後第 11, 13, 15, 17 週各小考一次。 一共 8 次, 取平均後佔總成績 40 %。 除病假(需補證明)、喪假(需補證明)外, 請勿缺考,缺考該次以 0 分計算。 請假期限: 必須於考試當天晚上 12 點前, 寫 mail 向老師請假。 D 閱讀加分 ( 小考平均後加分, 加至小考100分為限 ). 訂閱: 文章 (Atom). Week 1: 2012F 課程說明. Watermark範本. 由 Blogger.

5

CALCULUS: Week 13: 第六次小考

http://calculus-yklee.blogspot.com/2013/05/week-13.html

甲班: [ 試題 PDF 檔下載. 乙班: [ 試題 PDF 檔下載. 訂閱: 張貼留言 (Atom). Watermark範本. 由 Blogger.

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2016F Week 3 進度. 1 複習函數 (function) 的基本觀念與相關專業術語. 1) 函數圖形上下(垂直)移動,例如: g(x) = f(x) 1. 2) 函數圖形左右(水平)移動,例如: g(x) = f(x 1). 3) 函數圖形上下(垂直)拉扯或壓縮,例如: g(x) = 2 * f(x). 4) 函數圖形左右(水平)拉扯或壓縮,例如: g(x) = f(2x). 5) 函數圖形對 x 軸做鏡射,例如: g(x) = -f(x). 6) 函數圖形對 y 軸做鏡射,例如: g(x) = f(-x). 2 函數的組合,透過加減乘除運算子將兩個函數組合起來。例如: F(x) = f(x) * g(x). 4 合成函數的拆解練習。講解例題 4, 5, 6。練習習題 22, 23, 24。 167; 1-3 函數的極限. 5 極限的基本觀念: 函數的極限值是指該函數在特殊點上的函數值。 167; 1-1 函數及其描述方式. 1 複習函數 (function) 的基本觀念與相關專業術語. 1) 對稱 y 軸: 偶函數,檢驗方法 f(-x) = f(x). 167; 1-2 常用基本函數概述.

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