# Framdriftsplan

Uke Tema Bok Kapittel Forelesningsvideoer og notater Oppgaver og løsningsforslag
2 Integration with Substitution. Partial Integration. Chapters 7.1, 7.2 Lecture 12.01 Video 12.01
Lecture 14.01 Video 14.01
Exercise 1
3 Partial Fraction Decomposition. Differential Equations
(Pure-Time and Autonomous Differential Equations)
Chapters 7.3, 8.1 Lecture 19.01 Video 19.01
Lecture 21.01 Video 21.01
Exercise 2
4 Growth Models. Equilibria and Stability.
The Allee effect.
Chapters 8.1, 8.2 Lecture 26.01 Video 26.01
Lecture 28.01 Video 28.01
Exercise 3
5 Single Compartment Model. Systems of
Autonomous DE's. Linear Systems.
Chapters 8.2, 8.3,
9.1
Lecture 02.02 Video 02.02
Lecture 04.02 Video 04.02
Exercise 4
6 Matrices. Matrix Operations
Inverse Matrices. Determinants.
Chapter 9.2 Lecture 09.02 Video 09.02
Lecture 11.02 Video 11.02
Exercise 5
7 Determinants & Inverses of 3x3 Matrices.
Leslie models.
Chapter 9.2
Determinanter 3x3
Lecture 16.02 Video 16.02
Lecture 18.02 Video 18.02
Exercise 6
8 Eigenvalues and Eigenvectors. Chapter 9.3 Lecture 23.02 Video 23.02
Lecture 25.02 Video 25.02
Exercise 7
9 Eigenvalues and Eigenvectors of Leslie matrices.
Analytic Geometry
Chapters 9.2.5, 9.3.3
Chapter 9.4
Lecture 2.03 Video 02.03
Lecture 04.03 Video 04.03
Exercise 8
10 Multivariable Calculus Chapters 10.1, 10.2 Lecture 09.03 Video 09.03
Lecture 11.03 Video 11.03
Exercise 9
11 Partial Derivatives, Tangent Planes,
Linearisations, Chain Rule. (not p. 529, 538)
Chapters 10.3, 10.4
and 10.5
Lecture 16.03 Video 16.03
Lecture 18.03 Video 18.03
Exercise 10
12 Directional Derivatives, Properties of the
Chapters 10.5.3, 10.6
(not pages 550-554)
Lecture 23.03 Video 23.03
Lecture 25.03 Video 25.03
Exercise 11
13 Local & Global Extrema. Extrema under Constraints.
Systems of Differential Equations
Chapters 10.6.2,
11.1 (no 11.1.3)
Lecture 06.04 Video 06.04
Lecture 08.04 Video 08.04
Exercise 12
14 Revision Lecture 13.04 Video 13.04
Lecture 15.04 Video 15.04
15 Revision Lecture 20.04 Video 20.04
Lecture 22.04 Video 22.04