Mathematics · Columbia University
A continuation of Calculus I in 3(+) dimensions, including limits, continuity, differentiation, gradients, partial derivatives, and vector-valued functions and operators.
Calculus with vectors, 3-D graphs/calculus
I had already taken calculus B.C. in high school so I didn't learn too much material except I found the new rules about finding derivatives and anti derivatives really interesting like I never learned about some of the logarithmic rules.
3 Dimensional surfaces, some optimization problems, familiarity with vectors, intro to multivariable calc
Calc 1 topics, derivatives, integrals, antiderivatives, limits
I learned the first half of multivariable calculus, up to content on partial derivatives and its applications.
I learned about derivatives and their use, as well as integrals.
Vectors, general math analysis skills, specific calc 3 skills like lagrange multipliers.
I learned the basics of calculus, like how to take a derivative, antiderivative, and the fundamental of doing more complex calculus.
This course gives a good base in visualization and computational skills for 3-D calculus. It improved my ability to think through problems I don't necessarily have a method or formula for.