課程大綱

課程資訊
學年期 Semester	1142	課程代碼 Course Code	BA1601302
課程名稱 Course Title	微積分 Calculus
學分數 Credits	3	選必修 Required/Elective	必修 /半學年
上課時間教室 Time/Location	T8(TR-409-1) T9(TR-409-1) T10(TR-409-1) R6(TR-513)
先修課程 Prerequisite(s)
授課教師 Lecturer	王聖淵 WANG, SHENG-YUAN
專業核心能力 Core Professional Competencies

以下課程內容資料由授課教師提供
課程相關網址 Course Website	http://
課程宗旨 Objective of The Course	基礎介紹，極限的定義，極限與微分的關係，微分定義，微分的應用；積分的應用，積分型式變化，微積分基本定理，弧長與體積積分，形心，重心，多重積分，級數，切平面，Largrange乘數法則。//week content 1 Techniques of Integration (ch 6) 2 Techniques of Integration (ch 6） 3 Techniques of Integration (ch 6） 4 1st midterm exam 5 Functions of Several Variables(ch 7) 6 Functions of Several Variables(ch 7) 7 Functions of Several Variables(ch 7) 8 Functions of Several Variables(ch 7) 9 2nd Midterm exam 10 Trigonometric Functions(ch 8) 11 Trigonometric Functions(ch 8) 12 Trigonometric Functions(ch 8) 13 3rd Midterm exam 14 Probability and Calculus(ch 9) 15 Probability and Calculus(ch 9) 16 Series and Taylor Polynomials(ch 10) 17 Series and Taylor Polynomials(ch 10) 18 Final exam
課程大綱 Outline of Lectures	基礎介紹，極限的定義，極限與微分的關係，微分定義，微分的應用；積分的應用，積分型式變化，微積分基本定理，弧長與體積積分，形心，重心，多重積分，級數，切平面，Largrange乘數法則。//week content 1 Techniques of Integration (ch 6) 2 Techniques of Integration (ch 6） 3 Techniques of Integration (ch 6） 4 1st midterm exam 5 Functions of Several Variables(ch 7) 6 Functions of Several Variables(ch 7) 7 Functions of Several Variables(ch 7) 8 Functions of Several Variables(ch 7) 9 2nd Midterm exam 10 Trigonometric Functions(ch 8) 11 Trigonometric Functions(ch 8) 12 Trigonometric Functions(ch 8) 13 3rd Midterm exam 14 Probability and Calculus(ch 9) 15 Probability and Calculus(ch 9) 16 Series and Taylor Polynomials(ch 10) 17 Series and Taylor Polynomials(ch 10) 18 Final exam
教科書 Textbook
參考書目 References
修課學生須知 Notice of course enrollment
評量方式 Grading
備註說明 Note