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MATH 2010 Multivariable Calculus and Matrix Algebra is an Engineering course at RPI. 3 elite notetakers have produced 9 study materials for this Engineering course.
Notes for the first day/week of Multivariable Calculus and Matrix Algebra (MATH 2010). (1) pg.
Notes on the second week of class (9/5 and 9/8). Covers partial derivatives, differentiability, tangent planes, and gradients.
These notes are most of what will be on the next exam.
Study guide for all the material being covered on Test 1.
These notes are from the week before exam 1.
The notes for RPI, Schmidt, Multivar, 12:00 class.
These reviews go over the four main topics that wee covered and quizzed on: Partial Derivatives, Functional Tangent Plane, Directional Derivatives, and Min/Max Analysis
Multivariable Calculus and Matrix Algebra Note Set 2, RPI, Schmidt
These notes go over iterative integration in cartesian and polar coordinate planes.
Starting in curl, conservative vector fields, and general vector magnitudes in directions.
A lot of material on the applications of integrals to engineering practices.
These notes are from the lecture this week, on different differential operators. Since there's a test, there are only notes from one lecture.
These are the final approach procedures for the various topics covered on the second exam for RPI Schmidt. These include some problem workouts involving Green's theorem, and which methods to use for line integral solving.
These notes cover Greens theorem, line integrals, independent and conservative functions, potential functions, curl, gradient, and evaluation skills.
This is the introduction to linear algebra and focuses on row reduction, and Echelon Forms of matrices.
This is last set of notes for the calculus portion of the course. They go over the derivation of Green's Theorem.
This is the introduction continuing Gauss-Jordan row reduction and reduced echelon form matrices.
These notes cover the very beginning of the matrix algebra unit.
These notes cover matrix operations and linear independence.
This week focuses on subsets of matrices and enforces Gauss-Jordan Elimination.
These notes expand on Nullspace (Kernal), row space, and subspace.
This review sheet covers in depth the main objectives or the quizzes associated with this test section.
Linear Algebra notes concerning Eigenvalue, Eigenvector, and Eigenpairs.
These notes cover additional information on Eigenvalues and Eigenvectors. This expands those previous teachings, adding defective and non-defective matrices.