This bundle contains all the essential studying materials needed for studying multivariable calculus. It includes midterm and final topics followed by many types of examples to boost your understanding.

This is an in depth review of Multivariable calculus followed by many examples for each concept learnt. Topics Covered: - Functions of several varaibles - Limits and continuity - Partial Derivatives - Tangent Planes - Linear Approximation - Chain Rule - Implicit Differentiation - Directional Derivatives - Maximum and Minimum values - Lagrange Multiplier

This multivariable calculus final exam notes consists of the topics of Line integrals, Application of line integrals, Green's Theorem, Parametric Surfaces, Surface integrals, Surface integrals through a vector field, Stoke's Theorem, Triple integrals and Divergence Theorem; Applications. Multivariable Calculus Final Mulitvariable Calculus notes Calculus 3 notes Calculus 3 final notes Calculus 3 revision notes

Get this MATLAB project for MATH 2025 Multivariate Calculus class. Constrained optimization problem. Problem solved analytically. Matlab script and analysis included.

Please message me personally if you want a cheaper price. This is beneficial for both of us. This is a summary for the course 2DBN10 - Advanced Calculus. The summary is based on the handwritten notes I made when I took and finalized the course in 2019-2020. In this summary I also discuss several final exam questions with their solutions that belong to each section of the summary.

Hello my dear friend Thank u For visiting EDGE-ZAROO. This PDF is FOR Students of COMSATS University. These are simple notes use to understand the concepts of topics. Topics include: Functions of n Independent variables, Complete Limits topic and how to find it, Continuity of a function and composite function, Partial Derivative for Mix or n Variable, Implicit Diffrentiation, Second Order Partial Derivative, Mix derivative theorem, Chain Rule for n Variable, Directional Derivative, Gradient Ve...

This study guide includes formulas, definitions, tips, and a divergence/stoke's/green's theorem flow chart in the ultimate, condensed, and comprehensive formula sheet for multivariable calculus. This study guide will help you to review all of the most important topics from the course and it provides just about any formula you could need to know for the final exam!

A guide for you to parametrize surfaces in 3D space. Prerequisite knowledge = equation of planes. Unfortunately Stuvia does not allow uploads of videos or gifs, so you have to use your imagination in places where this note says "an animation is provided". For this reason this note is priced lower than my usual price. You are invited to create these animations on your own in Geogebra. They are not that hard! This is not a course-specific content.

Vector fields intuitively explained. Note: the first few pages talk about how there's a plan about how vector calculus is going to be taught. You can ignore those, as I won't be uploading the other notes laid out in the plan. The two red and bold sentences on page 2, however, should not be ignored, and you should think of them every time you think of vector calculus. Note 2: as Stuvia does not allow uploads of videos or gifs, the quality of the presentation of the note will be damaged, as t...