Mathematical Techniques: An Introduction for the Engineering, Physical, and Mathematical Sciences 4th Edition Solutions Manual by Dominic Jordan, Peter Smith

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Name: Mathematical Techniques: An Introduction for the Engineering, Physical, and Mathematical Sciences 4th Edition
Author: Dominic Jordan, Peter Smith
Edition: 4
ISBN: 9780199282012
Type: Solutions Manual

From Chapters: 01-42 (Complete Chapters), Odds and Evens

The file contains COMPLETE worked solutions to ALL chapters and ALL questions in the main textbook.

Solutions Manual is for the Answers to the Chapters questions of the textbook.

They also show the steps or “work done” to complete the problem. Solutions are always provided with hints.

As far as I know, you can’t buy this unless you teach the course.

This Solutions Manual is a must have, as it:

:: Provides you with accurate answers to all problems, evens and odds.
:: Reduces the hassle and stress of student life.
:: Increases you chances of passing expensive courses with a good grade.
:: Is a great investment toward graduation.
:: The digital download allows for Immediate delivery.

You will be able to download the file immediatly after payment is submitted. The download link will appear at the checkout page and it will be emailed to as well.

Complete Solutions Manual Content:
PART 1. ELEMENTARY METHODS, DIFFERENTIATION, COMPLEX NUMBERS
1: Standard functions and techniques
2: Differentiation
3: Further techniques for differentiation
4: Applications of differentiation
5: Taylor series and approximations
6: Complex numbers
PART 2. MATRIX AND VECTOR ALGEBRA
7: Matrix algebra
8: Determinants
9: Elementary operations with vectors
10: The scalar product
11: Vector product
12: Linear algebraic equations
13: Eigenvalues and eigenvectors
PART 3. INTEGRATION AND DIFFERENTIAL EQUATIONS
14: Antidifferentiation and area
15: The definite and indefinite integral
16: Applications involving the integral as a sum
17: Systematic techniques for integration
18: Unforced linear differential equations with constant coefficients
19: Forced linear differential equations
20: Harmonic functions and the harmonic oscillator
21: Steady forced oscillations: phasors, impedance, transfer functions
22: Graphical, numerical, and other aspects of first-order equations
23: Nonlinear differential equations and the phase plane
PART 4. TRANSFORMS AND FOURIER SERIES
24: The Laplace transform
25: Laplace and z transforms: applications
26: Fourier series
27: Fourier transforms
PART 5. MULTIVARIABLE CALCULUS
28: Differentiation of functions of two variables
29: Functions of two variables: geometry and formulae
30: Chain rules, restricted maxima, coordinate systems
31: Functions of any number of variables
32: Double integration
33: Line integrals
34: Vector fields: divergence and curl
PART 6. DISCRETE MATHEMATICS
35: Sets
36: Boolean algebra: logic gates and switching functions
37: Graph theory and its applications
38: Difference equations
PART 7. PROBABILITY AND STATISTICS
39: Probability
40: Random variables and probability distributions
41: Descriptive statistics
PART 8. PROJECTS
42: Applications projects using symbolic computing

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