線性代數 Fall 2025

Thursday 09:10-12:00, MA616

課程資訊
Instructor: 葉均承
Email: chunchenyeh [at] mail.nknu.edu.tw , 請在標題上輸入 " [線代] 姓名 "
Office: MA714
Office hour: 二四 12:30-13:20, or by appointment
Textbook: Linear Algebra by Fraleigh Beauregard
Grade(沒修探究): 期中考：50% (繳交訂正可以加 5 分)
期末考：50%
Grade(有修探究): 若小考平均(繳交訂正可以加 5 分)比上述高，則置換 30% 為小考平均

日程表
週 日期 範圍 作業 宣告
1 09/11 ch1 Vectors, Matrices, and Linear Systems (1-1) (1.1 作業題目) (課本 ch 1 奇數題號解答)
1.1: 3, 6, 11, 15, 23, 29, 39, 40, 41* (1.1 解答) 		表決期末考時間
2 09/18 ch1 Vectors, Matrices, and Linear Systems (1-2, 1-3) (1.2 題目), (1.3 題目)
1.2: 5, 11, 15, 29, 33, 39, 40*, 43, 44*, 46* (1.2 解答)
1.3: 9, 17, 43*, 45* (1.3 解答)
3 09/25 ch1 Vectors, Matrices, and Linear Systems (1-3, 1-4) 1.3: 15, 21, 23, 32*, 33, 39, 40, 41 (1.3 解答)
1.4: 15, 19, 並練習確認row-echelon form, redueced row-echelon form 		1.4: 15, 19 不用管Gauss method，請仿照上課做法，或是課本example 6的做法
4 10/02 ch1 Vectors, Matrices, and Linear Systems (1-4, 1-5) 1.4: 5*, 9, 14*, 26*, 29, 35, 38*, 40*, 43, 49 (1.4 解答)
1.5 7, 26*, 29 (1.5 解答) 		如果覺得1.5: problem 7 不太會的話，可以參考課本example 2, 3
5 10/09 ch1 Vectors, Matrices, and Linear Systems (1-5, 1-6) 1.5 11, 14*, 19, 23, (1.5 解答)
1.6 8*, 11*, 12, 19, 47* (1.6 解答)
6 10/16 ch1 Vectors, Matrices, and Linear Systems (1-6)
ch2 Dimension, Rank, and Linear Transformations. (2-1) 		1.6 15, 19, 23, 31, 37, 38, 44, 45* (1.6 解答)
2.1 3, 23, 28(a~j)* 31, 33*, 34*, 36* (2.1 解答)
7 10/23 ch2 Dimension, Rank, and Linear Transformations. (2-2, 2-3) 2.1 11, 27, 28(k~n)* (2.1 解答)
2.2 3, 7, 9, 11, 12*, 14*, 15, 18*, 19, 20* (2.2 解答)
8 10/30 Exam (範圍： 1-1 ~ 2-2) **會考證明題
9 11/06 ch3 Vector Spaces (3-1)
10 11/13 ch3 Vector Spaces (3-2)
11 11/20 ch3 Vector Spaces (3-3)
12 11/27 ch3 Vector Spaces (3-4)
13 12/04 ch4 Determinants(4-1, 4-2)
14 12/11 ch4 Determinants(4-2, 4-3)
15 12/18 ch4 Determinants(4-3)
16 12/25 Exam (範圍： ) **會考證明題 雖然是行憲紀念日，但是我們要考期末考，如果那天有個人因素無法考試，請在11/06前來信號告知
17 01/01 彈性教學
18 01/08 彈性教學