sdilene_2324LS_FMat2

	A	B	C	D	G	H	I	K	L	M	N	P	Q
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3	Week	Lesson		Tue	Lectures	Lecture activities			Wed	Tutorials	Tables	HW public	Points
4	1	1		20. 2.	Anti-derivative				21. 2.	Primitive function	PF
5		2			Substitution	pexeso				Per partes + Subst
6	2	3		27. 2.	Partial fractions, conclusion	matching game PP, Subst			28. 2.	Per partes + Subst
7		4			Rieman Integral	bone half-life				Partial fraction
8	3	5		5. 3.	Leibnitz Newton				6. 3.	Partial fraction		Part. fractions + def. integral	4
9		6			Matrix - intro	film matrix:D	Blue Pill or Red Pill - The Matrix (2/9) Movie CLIP (1999) HD			Definite integral (subst.)
10	4	7		12. 3.	Matrix	7 segment			13. 3.	Definite integral
11		8			Multiplication					Applications of def int.
12	5	9		19. 3.	Inverse	Cyphering			20. 3.	Linear equations		Linear equations in Moodle	4
13		10			Determinant					Linear equations 2
14	6	11		26. 3.	Linear equation				27. 3.	Midterm
15		12			Matrix as mapping	Penguins				Multiplication
16	7	13		2. 4.	Matrix as mapping				3. 4.	Inverse matrix		Workshop excel	6
17		14			Properties of Rn	connect dots				Determinants, rank, lin. dependency		Matrices	4
18	8	15		9. 4.	Properties of Rn			Compens. midterm	10. 4.	Definiteness	Tue 9.4. midterm extra
19		16			Continuous functions, limits	Maps as motivation				Functions, domain, graphs, contourlines
20	9	17		16. 4.					17. 4.	Partial derivatives, gradient, tot. dif		Heat equation, pg. 827	4
21		18			Partial derivatives					Part. derivatives - definition
22	10	19		23. 4.	Total derivative + Chain rule				24. 4.	Chain rule
23		20			Implicit functions					Implicit function		part. derivatives + IF	4
24	11	21		30. 4.	Extrema, compact				1. 5.
25		22			Lagrange multiplier
26	12	23		7. 5.	Concave, quasiconcave fce				8. 5.
27		24			Metric spaces (Rn)
28	13	25	rectors day	14. 5.					15. 5.	Local extrema		Extrema + Lagr	4
29		26								Lagrange multipliers
30	14	27	compens. week	21. 5.	Conclusions			compens. week	22. 5.	Lagrange multipliers
31		28	compens. week					compens. week
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