Multivariable calc - Study guides, Class notes & Summaries

multivariable calculus Q&A

Multivariable Calculus Q&A

Distance between two points (a,b,c) and (x,y,z) - d = sqrt((x-a)^2 + (y-b)^2 + (z-c)^2) cross sections vs level curves - cross sections: vertical slices of the graph of f(x,y) formed using vertical planes x=c (f(c,y)=z) or y=c (f(x,c)=z). Level curves: horizontal slices of f(x,y) using horizontal planes z=c (f(x,y) =c). Both used to plot graphs of functions with multiple variables. contour diagrams - a family of graphs of the equation f(x,y) = c plotted in the xy-plane, for set values of c...

how do you integrate cosx, sinx, and tanx - cos(x)=sin(x) sin(x)=-cos(x) tan(x)=ln(sec(x)) or -ln(cos(x)) how do you differentiate cosx, sinx and tanx - cos(x)=-sin(x) sin(x)=cos(x) tan(x)=sec^2(x) how do you differentiate cosh sinh and tanh - cosh(x)=sinh(x) sinh(x)=cosh(x) tanh(x)=sech^2(x) how do you integrate cosh sinh and tanh - cosh(x)=sinh(x) sinh(x)=cosh(x) tanh(x)=ln(cosh(x))

Lecture notes for MIT OpenCourseware's Math 18.02 taught by Prof. Denis Auroux. Includes vector math and partial derivatives.

MATH 230 MIDTERM 1 MULTIVARIABLE DIFFERENTIAL CALCULUS OFFICIAL PRACTICEMATH 230 MIDTERM 1 MULTIVARIABLE DIFFERENTIAL CALCULUS OFFICIAL PRACTICEMATH 230 MIDTERM 1 MULTIVARIABLE DIFFERENTIAL CALCULUS OFFICIAL PRACTICE

This document contains scanned notes for MATH 2551 Module 1 and has some example problems in the notes. These notes were taken during the school year through a dual enrollment GT program.

vMATH 230 MIDTERM 1 MULTIVARIABLE DIFFERENTIAL CALCULUS OFFICIAL PRACTICEMATH 230 MIDTERM 1 MULTIVARIABLE DIFFERENTIAL CALCULUS OFFICIAL PRACTICEMATH 230 MIDTERM 1 MULTIVARIABLE DIFFERENTIAL CALCULUS OFFICIAL PRACTICE

MATH 230 MIDTERM 1 MULTIVARIABLE DIFFERENTIAL CALCULUS OFFICIAL PRACTICEMATH 230 MIDTERM 1 MULTIVARIABLE DIFFERENTIAL CALCULUS OFFICIAL PRACTICEMATH 230 MIDTERM 1 MULTIVARIABLE DIFFERENTIAL CALCULUS OFFICIAL PRACTICE

Detailed written solutions to past exams for the Kings College London Calculus II module.