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Description

Fall 2016

Ebru Bekyel

MATH 126

MATH 126 notes for the full quarter. Applicable and useful to any MATH 126 student because these notes are based on the textbooks. Illustrations are included too. This is a must have! Save time and don't read the textbook.

Functions of several variables with classroom examples. (Professor Pal)

Optimiziation with some webassign problems

These notes cover vector dot and cross products, problems with planes in 3-d and projections with vectors in 3-d.

These notes cover how to determine curvature in 3-d, partial derivatives, and acceleration in 3-d.

What Prof Zhang covered in Class up until Jan.12th

lecture notes for 12.1

all my notes from chapter 12!

covers dot product and cross product and their properties. includes sample problems and true/false questions. with somewhat of an explained answer. I used this to study for my second quiz and it will also help study for upcoming midterm!

condensed summary of everything covered until midterm 1. aka "cheat sheet" includes example problems, shapes, and simple derivative and integration rules.

covers 10.1, 10.2, 10.3; 13.1, 13.2; review day curves, surfaces, derivatives and integral of vector functions, arc length, polar coordinates

13.3, 13.4, 14.1 curvature, arc length

Covers partial derivatives, tangent planes, and linear approximation.

14.7, 15.1, 15.2

Everything we did up until now from the day after the first midterm.

sections 15.3 and 15.4

15.5 and taylor notes part 1

Vectors, Scalar, vector function, space, plane geometry.

Notes cover intro to 3-D graphing and Vectors(adding/subtracting/multiplying vectors, magnitude of vectors and unit vectors)

Dot Product, Projection(scalar amd vector), Cross Product, Parametric Representation of a line