# Top PDF 6-2-1多項式函數的微積分-微分

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### 6-2-3多項式函數的微積分-積分的意義

2-3 意義 【目標】 直觀理解區域面基本意義﹐並能透過內接與外接邊形來估計拋物線下﹒再者﹐能理解定 ∫ a b f x dx ( ) 與數 f(x)在區間[a﹐b]上可意義﹐並 透過「分割」 ､ 「上和」 ､ 「下和」及「數列極限」求定能理解數可與 連續關係﹐及非負實數值連續數其曲線下面就是 ∫ a b f x dx ( ) ﹐進而理解一 般 ∫ a b f x dx ( ) 與面關係﹐認識「基本定理」 ､ 「反導數」

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### 6-2-2多項式函數的微積分-函數性質的判定

2-2 數性質判定 【目標】 數性質判定 知道數在某區間中遞增､遞減意義﹐及導正負值與數遞增､遞減 關係﹐與圖形凹口方向與二階導數關係﹐找出圖形反曲點﹒再者﹐熟悉數 極值及臨界點意義﹐並能求極值．進而能描繪三次數圖形﹐並 探討三次方程式根特性﹒

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### 微積分:多變數函數的微分

The set is the domain of  and the corresponding set of values for  ( ) is the range of . Example 146 Find the domain of each of the following functions.[r]

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### 微積分:指數函數的微分

By L’Hopitai’s rule.[r]

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### 微積分:函數的極值

There is at least one point in  where  takes on a minimum value.[r]

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### 微積分:對數函數

Definition 23 The natural logarithmic function is the function that asso- ciates with each positive real number  the power to which  must be raised to produce .. The function is conti[r]

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### 微積分一:講義2-1

The behave of right hand side :.[r]

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### 微積分:數列

Chapter 7 Infinite Series 7.1 Sequence Mathematicslly, a sequence is defined as a function whose domain is the set of positive integrals. Although a sequence is a function, it is common to represent sequence subscript notation rather than by the standard function notation. For instance, in the sequence

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### 微積分:交錯極數

But the question still is ”Does the original series converges ?” Answer: YES!. Theorem 91 If the series P |  | converges, the the seriesP[r]

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### 微積分:級數比較法

In the following pairs, the second series cannot be tested by the same convergence test as the first even thougn it is similar to the first.. (If the ”larger” series[r]

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### 微積分一:講義2-2

2.2 基本微分運算 在2.1節我們有提到, 在求一之導時, 若依導定義去做, 則過程相當 繁複. 因此在本節中, 將會給一些微分法則. 經由這些法則, 我們可以很容易將一些導 求出來

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### 微積分一:講義1-1

The domain of a function can be descrabed explicitly, or it may be de- scribed implicitly by an equation used to define the function.. The implied domain is the set of all real number fo[r]

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