Originally Posted by Replicon
If you post your course outline, I can give you a better idea of what's hard and what's easier.
Section Topics Suggested lecture hours
13.1 Coordinates in space .25
13.2 Vectors in space .25
13.3 Dot product .5
13.4 Cross product 1
13.5 Lines and planes 2
13.6 Quadric surfaces 1.5
13.7 Cylindrical and spherical coordinates 2
14.1 Curves in space .5
14.2 Derivatives of vector functions (omit integrals) .5
15.1 Functions of several variables 1.5
15.2 Limits and continuity 2
15.3 Partial derivatives 1.5
15.4 Tangent planes, differentials 2
15.5 Chain rule 2
15.6 Directional derivative, gradient 2
15.7 Extrema 2
16.1 Double integrals over rectangles 1
16.2 Iterated integrals 1
16.3 Double integrals over non-rectangles 2
16.4 Double integrals in polar coordinates 1.5
16.5 Applications of double integrals (omit inertia, probability) 1
16.6 Surface area 1.5
16.7 Triple integrals (omit charge, inertia, probability) 2
16.8 Triple integrals in cylindrical and spherical 2
12.1 Sequences 1
12.2 Series 1
12.3 Integral test, estimates 1.5
12.4 Comparison tests 2
12.5 Alternating series 1.5
12.6 Absolute convergence, ratio test (omit root test) 1.5
12.7 Strategy for testing series .5
12.8 Power series 1.5
12.9 Representing functions as power series 1
12.10 Taylor series, Maclaurin series 2
12.11 Binomial series 1
12.12 Applications of Taylor polynomials 1
Haha, I don't expect you to comment on all this stuff, but if any sections jump out at you and you remember some specific tips and tricks that you couldn't have done without, spill the beans! There are always a bunch of good ones that the teachers don't seem to be aware of.
Originally Posted by M-Cat
I learned Calculus by myself around 10th grade and then took AP Calculus the year after. It's easy.
So you're saying you want to lend me your brain for the semester?
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