MANE 3351
Lecture 21
Classroom Management
Agenda
- Inverting Matrices by Hand
- Transpose of a Matrix
- Python for Linear Algebra
- Homework 6
- Lab 9 for those who did not finish on Monday
Resources
Handouts
Calendar
| Date |
Lecture Topic |
Lab Topic |
| 11/11 |
Lecture 20 - Determinant |
Lab 9 |
| 11/13 |
Lecture 21 - Matrix Inversion, Homework 6 |
|
| 11/18 |
Lecture 22 - Row Echelon Form |
|
| 11/20 |
Lecture 23 - Octave |
|
| 11/25 |
|
|
| 11/27 |
|
|
| 12/2 |
|
|
| 12/4 |
Review |
|
| 12/9 |
Final exam 1:15 - 3:00 pm |
|
Assignments
- Homework 6 (assigned 11/13, due 11/20)
- Lab 9 (assigned 11/11, due 11/18 before 3:30 pm)
Inverting 2 x 2 Matrices by Hand
Ex: Inverting a 2x2 Matrix by Hand
Inverting 3x3 Matrices by Hand
Ex: Inverting a 3x3 Matrix by Hand
Transpose of a Matrix
Python Linear Algebra Cheat Sheet
- Jupyter Notebook Demonstration
import numpy as np
from scipy import linalg, sparse
# Creating matrices
A=np.mat([[3,4],[5,6]])
print(A)
print(A.I)
print(linalg.inv(A))
print( A.I @ A)
C=np.mat([[1,2,5],[5,8,2],[7,6,5]])
print(C)
rhs = ([4],[25],[-3])
print(rhs)
print(C.I @ rhs)
print(linalg.solve(C,rhs))
print(A.T)
print(linalg.det(C))
D= np.matrix(np.random.random((2,2)))
print(D)