Chapter 1
VECTOR CALCULUS MARSDEN 6TH EDITION www.inentertainment.co.uk vector calculus marsden 6th pdf Hello. I will be taking 23A in the fall quarter and was wondering whether anyone had a PDF of the textbook.
The Geometry Of Euclidean Space
1.1 | Vectors in Two- and Three-Dimensional Space | Exercises | p.18 |
1.2 | The Inner Product, Length, and Distance | Exercises | p.29 |
1.3 | Matrices, Determinants, and the Cross Product | Exercises | p.49 |
1.4 | Cylindrical and Spherical Coordinates | Exercises | p.58 |
1.5 | n-Dimensional Euclidean Space | Exercises | p.69 |
Review Exercises | p.70 |
Chapter 2
Differentiation
2.1 | The Geometry of Real-Valued Functions | Exercises | p.85 |
2.2 | Limits and Continuity | Exercises | p.103 |
2.3 | Differentiation | Exercises | p.115 |
2.4 | Introduction to Paths and Curves | Exercises | p.123 |
2.5 | Properties of the Derivative | Exercises | p.132 |
2.6 | Gradients and Directional Derivatives | Exercises | p.142 |
Review Exercises | p.144 |
Chapter 3
Higher-Order Derivatives: Maxima And Minima
3.1 | Iterated Partial Derivatives | Exercises | p.156 |
3.2 | Taylor's Theorem | Exercises | p.165 |
3.3 | Extrema of Real-Valued Functions | Exercises | p.182 |
3.4 | Constrained Extrema and Lagrange Multipliers | Exercises | p.201 |
3.5 | The Implicit Function Theorem | Exercises | p.210 |
Review Exercises | p.211 |
Chapter 4
Vector Calculus Marsden 6th Edition Pdf Download
Vector-Valued Functions
4.1 | Acceleration and Newton's Second Law | Exercises | p.227 |
4.2 | Arc Length | Exercises | p.234 |
4.3 | Vector Fields | Exercises | p.243 |
4.4 | Divergence and Curl | Exercises | p.258 |
Review Exercises | p.260 |
Chapter 5
Double And Triple Integrals
5.1 | Introduction | Exercises | p.269 |
5.2 | The Double Integral Over a Rectangle | Exercises | p.282 |
5.3 | The Double Integral Over More General Regions | Exercises | p.288 |
5.4 | Changing the Order of Integration | Exercises | p.293 |
5.5 | The Triple Integral | Exercises | p.302 |
Review Exercises | p.304 |
Chapter 6
The Change Of Variables Formula And Applications ...
6.1 | The Geometry of Maps from R^2 to R^2 | Exercises | p.313 |
6.2 | The Change of Variables Theorem | Exercises | p.326 |
6.3 | Applications | Exercises | p.337 |
6.4 | Improper Integrals | Exercises | p.345 |
Review Exercises | p.347 |
Chapter 7
Integrals Over Paths And Surfaces
Slader Vector Calculus 6th Edition
7.1 | The Path Integral | Exercises | p.356 |
7.2 | Line Integrals | Exercises | p.373 |
7.3 | Parametrized Surfaces | Exercises | p.381 |
7.4 | Area of a Surface | Exercises | p.391 |
7.5 | Integrals of Scalar Functions Over Surfaces | Exercises | p.398 |
7.6 | Surface Integrals of Vector Fields | Exercises | p.411 |
7.7 | Applications to Differential Geometry, Physics, and Forms of Life | Exercises | p.423 |
Review Exercises | p.423 |
Chapter 8
Vector Calculus Marsden 6th Edition Pdf
The Integral Theorems Of Vector Analysis
Vector Calculus Pdf
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8.1 | Green's Theorem | Exercises | p.437 |
8.2 | Stokes' Theorem | Exercises | p.450 |
8.3 | Conservative Fields | Exercises | p.459 |
8.4 | Gauss' Theorem | Exercises | p.474 |
8.5 | Differential Forms | Exercises | p.489 |
Review Exercises | p.490 |