## 課程進度 Progress Description

11. Functions (Ch. 2 – Ch. 3) a.polynomials b.trigonometrics c.exponentials
21. Functions (Ch. 2 – Ch. 3) a.polynomials b.trigonometrics c.exponentials
32. Differentiation and integration (Ch. 4 – Ch. 6)
42. Differentiation and integration (Ch. 4 – Ch. 6)
53. Taylor expansion of single-variable and multi-variable functions (Ch. 7 and Ch. 9)
63. Taylor expansion of single-variable and multi-variable functions (Ch. 7 and Ch. 9)
74. Ordinary differential equation of the first order (Ch. 11) a.separable equation b.exact differential c.integrating factors d.linear differential equations
84. Ordinary differential equation of the first order (Ch. 11) a.separable equation b.exact differential c.integrating factors d.linear differential equations
9期中考。5. Laplace Transform (Ch. 11 – Ch. 13)
105. Laplace Transform (Ch. 11 – Ch. 13)
116. Ordinary differential equation of the second order (Ch. 12 and Ch. 13) a.Homogeneous and constant coefficients b.Inhomogeneous and constant coefficients c.Homogeneous and non-constant coefficients d.Homogeneous and unknown coefficients
126. Ordinary differential equation of the second order (Ch. 12 and Ch. 13) a.Homogeneous and constant coefficients b.Inhomogeneous and constant coefficients c.Homogeneous and non-constant coefficients d.Homogeneous and unknown coefficients
137. Partial differential equations (Ch. 14) — The product method
147. Partial differential equations (Ch. 14) — The product method
158. Linear Algebra and Symmetry (Ch. 16 – Ch. 18)
168. Linear Algebra and Symmetry (Ch. 16 – Ch. 18)
179. Fourier Series (Ch. 15)
18期未考。9. Fourier Series (Ch. 15)
以上每週進度教師可依上課情況做適度調整。The schedule may be subject to change.

## 有關課程其他調查 Other Surveys of Courses

1.本課程是否規劃業界教師參與教學或演講? 否
Is there any industry specialist invited in this course? How many times? No
2.本課程是否規劃含校外實習(並非參訪)? 否
Are there any internships involved in the course? How many hours? No