Maths resources for engineering and computer information sciences

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A collection of resources for engineering and CIS students courtesy of the

the MathsCentre and the

Khan Academy

the MathsCentre and the

Khan Academy

Fractions

Powers and roots

Laws of indicies

-ve & fractional powers

Scientific notation

Modulus/absolute value

Modulus equations

Factorials

Sigma notation

Expanding brackets 1

Expanding brackets 2

Factorizing

Factorizing quadratics

Simplifying fractions

+ & - fractions

x & / fractions

Rearranging formulae 1

Rearranging formulae 2

Solving linear equations

Quadratic equations

Quadratic formula

Completing the square

Surds

Inequalities 1

Inequalities graphs

Simultaneous equations

Powers and roots

Laws of indicies

-ve & fractional powers

Scientific notation

Modulus/absolute value

Modulus equations

Factorials

Sigma notation

Expanding brackets 1

Expanding brackets 2

Factorizing

Factorizing quadratics

Simplifying fractions

+ & - fractions

x & / fractions

Rearranging formulae 1

Rearranging formulae 2

Solving linear equations

Quadratic equations

Quadratic formula

Completing the square

Surds

Inequalities 1

Inequalities graphs

Simultaneous equations

Functions introduction

Graphs of functions

Straight lines

Exponential functions

Logarithms 1

Logarithms 2

Logarithms to other bases

Logarithmic functions

Log & exp eqns

Hyperbolic functions

Hyperbolic identities

Pythagoras Theorem

SOHCAHTOA

Trig Graphs

Trig Identities

Sin & Cos Rules

Degrees & Radians

Vectors introduction

Scalar product

Vector product

Complex numbers 1

Complex arithmetic

Argand diagram

Polar coordinates

Polar form

x & / in polar form

de Moirvre's theorem

Euler's theorem

Graphs of functions

Straight lines

Exponential functions

Logarithms 1

Logarithms 2

Logarithms to other bases

Logarithmic functions

Log & exp eqns

Hyperbolic functions

Hyperbolic identities

Pythagoras Theorem

SOHCAHTOA

Trig Graphs

Trig Identities

Sin & Cos Rules

Degrees & Radians

Vectors introduction

Scalar product

Vector product

Complex numbers 1

Complex arithmetic

Argand diagram

Polar coordinates

Polar form

x & / in polar form

de Moirvre's theorem

Euler's theorem

Differentiation intro

dy/dx sums & differences

dy/dx chain rule

dy/dx products & quotients

Table of derivatives

Integration intro

Integrating + & -

Definite integrals

Integrating by parts

Integrating by substitution

Integration as summation

Table of integrals

Partial fractions 1

Partial fractions 2

Partial fractions 3

Matrix multiplication

Determinants

2x2 matrix inverse

nxn matrix inverse

Cramer's rule

Solving equations

Eigenvalues/vectors

dy/dx sums & differences

dy/dx chain rule

dy/dx products & quotients

Table of derivatives

Integration intro

Integrating + & -

Definite integrals

Integrating by parts

Integrating by substitution

Integration as summation

Table of integrals

Partial fractions 1

Partial fractions 2

Partial fractions 3

Matrix multiplication

Determinants

2x2 matrix inverse

nxn matrix inverse

Cramer's rule

Solving equations

Eigenvalues/vectors