Mathematics · Columbia University
Vectors, Curves, Derivatives and Integrals in 3D
He taught me how to think in terms of 3d very well.
I learned a lot of new multivariable concepts for the first time. I learned very quickly what I actually did and did not know from my first exam and used that to help filter my studying through the textbook.
Not much from the course. Had to teach most of it to myself since lectures were ineffective and confusing.
I learned about 3d planes, 3d vectors, 3d shapes, 3d lines, projectile motion, partial derivatives, 3d acceleration/speed, curvature, arc length, directional derivatives, tangent planes, linear approximations.
CALCULUS III - multivariable, vectors, partial derivatives
derivatives and integrals in 3 dimensions
- vectors, vector functions, space curves, partial derivatives, integrals
The whole of Calculus III was taught including lagrange multipliers, directional derivatives, gradients, tangent planes + linear approximations not to mention the fundamentals of multivariable equations and graphs.
How to do Calculus in 3D and with multiple variables.