Had ik dit maar op de Prins Clausschool gehad… Niet te geloven bijna mijn hele voortgezet onderwijs wiskunde op 1 pagina. Dit is een verzameling playlists (de volgende les begint aan het einde van de vorige) dat ik cureer en geregeld raadpleeg.
Geometry
Essence of linear algebra
Chapter 1: Vectors, what even are they?
Chapter 2: Linear combinations, span, and basis vectors
Chapter 3: Linear transformations and matrices
Chapter 4: Matrix multiplication as composition
Chapter 5: Three-dimensional linear transformations
Chapter 6: The determinant
Chapter 7: Inverse matrices, column space and null space
Chapter 8: Nonsquare matrices as transformations between dimensions
Chapter 9: Dot products and duality
Chapter 10: Cross products
Chapter 11: Cross products in the light of linear transformations
Chapter 12: Cramer’s rule, explained geometrically
Chapter 13: Change of basis
Chapter 14: Eigenvectors and eigenvalues
Chapter 15: Abstract vector spaces
Essence of calculus
Differential equations
Lockdown math
Neural networks