### Jordan & Smith: Mathematical Techniques 4e

# Figures

- Chapter 01
Standard functions and techniques

- Chapter 02
Differentiation

- Chapter 03
Further techniques for differentiation

- Chapter 04
Applications of differentiation

- Chapter 05
Taylor series and approximations

- Chapter 06
Complex numbers

- Chapter 09
Elementary operations with vectors

- Chapter 10
The scalar product

- Chapter 11
Vector product

- Chapter 12
Linear algebraic equations

- Chapter 13
Eigenvalues and eigenvectors

- Chapter 14
Antidifferentiation and area

- Chapter 15
The definite and indefinite integral

- Chapter 16
Applications involving the integral as a sum

- Chapter 17
Systematic techniques for integration

- Chapter 18
Unforced linear differential equations with constant coefficients

- Chapter 19
Forced linear differential equations

- Chapter 20
Harmonic functions and the harmonic oscillator

- Chapter 21
Steady forced oscillations: phasors, impedance, transfer functions

- Chapter 22
Graphical, numerical, and other aspects of first-order equations

- Chapter 23
Nonlinear differential equations and the phase plane

- Chapter 24
The Laplace transform

- Chapter 25
Laplace and z transforms: applications

- Chapter 26
Fourier series

- Chapter 27
Fourier transforms

- Chapter 28
Differentiation of functions of two variables

- Chapter 29
Functions of two variables: geometry and formulae

- Chapter 30
Chain rules, restricted maxima, coordinate systems

- Chapter 31
Functions of any number of variables

- Chapter 32
Double integration

- Chapter 33
Line integrals

- Chapter 34
Vector fields: divergence and curl

- Chapter 35
Sets

- Chapter 36
Boolean algebra: logic gates and switching functions

- Chapter 37
Graph theory and its applications

- Chapter 38
Difference equations

- Chapter 39
Probability

- Chapter 40
Random variables and probability distributions

- Chapter 41
Descriptive statistics