? asked in 社會與文化語言 · 1 decade ago

微積分的名稱,麻煩幫我翻譯一下><”

1. One-Sided limit and Continuity

2. Derivative

3. Basic Rule of Differentiation

4. The Product and Quotient Rule

5. The Chain Rule

6. Marginal Functions in Economics

7. Higher - Order Derivatives

8. Applications of the First Derivative

9. Applications of the Second Derivative

10. Curving Sketching

11. Optimization

12. Exponential

13. Logrithmic Functions

14. Compound Interest

15. Differentiation of Exponential Functions

16. Differentiation of Logarithmic Functions

17. Area and the Definite Integrals

18. The Fundamental Theorem of Calculus

19. Anti-derivatives and the Rules of Integration

20. Integration by Substitution

21. Evaluating Definite Integrals

22. Area between Two Curves

23. Volume of Solides of Revolution

24. Integration by parts

25. Improper integrals

抱歉有點多!! 但是極需要!感謝各位!!!

3 Answers

Rating
  • 1 decade ago
    Favorite Answer

    樓上兩位真是的,專有名詞並不能用翻譯網亂翻

    Q1:One-Sided limit and Continuity

    A1:單邊極限及連續性

    Q2:Derivative

    A2:導函數

    Q3:Basic Rule of Differentiation

    A3:微分的基本規則

    Q4:The Product and Quotient Rule

    A4:乘商法則

    Q5:The Chain Rule

    A5:連鎖律

    Q6:Marginal Functions in Economics

    A6:經濟的邊際函數

    Q7:Higher - Order Derivatives

    A7:高階微分

    Q8:Applications of the First Derivative

    A8:一次微分

    Q9:Applications of the Second Derivative

    A9:二次微分

    Q10:Curving Sketching

    A10:曲線繪圖

    Q11:Optimization

    A11:最佳化 (通常出現在求極值)

    Q12:Exponential

    A12:指數

    Q13:Logrithmic Functions

    A13:對數函數

    Q14:Compound Interest

    A14:複利

    Q15:Differentiation of Exponential Functions

    A15:指數函數的微分

    Q16:Differentiation of Logarithmic Functions

    A16:對數函數的微分

    Q17:Area and the Definite Integrals

    A17:面積和定積分

    Q18:The Fundamental Theorem of Calculus

    A18:微積分基本定理

    Q19:Anti-derivatives and the Rules of Integration

    A19:反導數和積分的規則

    Q20:Integration by Substitution

    A20:換元積分法(代數變換積分法)

    Q21:Evaluating Definite Integrals

    A21:定積分求值

    Q22:Area between Two Curves

    A22:二曲線之面積

    Q23:Volume of Solides of Revolution

    A23:旋轉體積

    Q24:Integration by parts

    A24:分部積分

    Q25:proper integrals

    A25:適當的積分方式

    2008-09-21 21:02:02 補充:

    問題獲得解決了便棄置不顧,下次再請別人幫忙,也就只好自求多福了。

    希望你的專有名詞,下次還有人肯幫你的忙

  • 1 decade ago

    Q1: One-Sided limit and Continuity

    A1:片面限制和連續性

    Q2:Derivative

    A2:衍生金融工具

    Q3:Basic Rule of Differentiation

    A3:基本規則分化

    Q4:The Product and Quotient Rule

    A4:產品和智商規則

    Q5:The Chain Rule

    A5:連鎖規則

    Q6:Marginal Functions in Economics

    A6:邊際職能,在經濟學

    Q7:Higher - Order Derivatives

    A7:更高-階導數

    Q8:Applications of the First Derivative

    A8:應用一階導數

    Q9:Applications of the Second Derivative

    A9:應用二階導數

    Q10: Curving Sketching

    A10:curving人像素描

    Q11:Optimization

    A11: 優化

    Q12: Exponential

    A12: 指數

    Q13: Logrithmic Functions

    A13: logrithmic職能

    Q14: Compound Interest

    A14:複利

    Q15: Differentiation of Exponential Functions

    A15: 分化指數職能

    Q16: Differentiation of Logarithmic Functions

    A16:分化指數職能

    Q17: Area and the Definite Integrals

    A17: 面積和定積分

    Q18: The Fundamental Theorem of Calculus

    A18: 該微積分基本定理

    Q19: Anti-derivatives and the Rules of Integration

    A19: 反衍生工具和規則的整合

    Q20: Integration by Substitution

    A20: 一體化的替代

    Q21: Evaluating Definite Integrals

    A21: 評估定積分

    Q22: Area between Two Curves

    A22: 地區之間的兩條曲線

    Q23: Volume of Solides of Revolution

    A23: 貨量solides革命

    Q24: Integration by parts

    A24: 一體化的零件

    Q25: proper integrals

    A25: 適當的積分

    2008-09-16 20:15:34 補充:

    你要ㄉ

    看看我番ㄉ對ㄅ對

  • 1 decade ago

    1.One-Sided limit and Continuity

    片面的極限和連續性

    2.Derivative

    衍生物

    3.Basic Rule of Differentiation

    分化基本規則

    4.The Product and Quotient Rule

    產品和商數規則

    5.The Chain Rule

    鏈規則

    6.Marginal Functions in Economics

    少量的作用在經濟方面

    我先幫你用前6個

    我不知道這是不是你要ㄉ

    如果是你要ㄉ話

    我再幫你查

Still have questions? Get your answers by asking now.