Learning Development Service

Contact Info

Learning Development Service
Student Guidance Centre

Tel: +44 (0)28 9097 3618

E-mail: lds@qub.ac.uk

Office Hours

Normal hours are Monday-Friday 9.00 am to 5.00 pm.

Evening and Skype appointments are available upon request.

2011 Teaching Award Recipient

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First aid kit

First aid kit

1.1 Fractions   4.1 Degrees and radians  
1.2 Powers and roots   4.2 The trigonometrical ratios  
1.3 Scientific notation   4.3 Graphs of trig functions  
1.4 Factorials   4.4 Trigonometrical identities  
1.5 The modulus of a number   4.5 Pythagoras' theorem  
  4.6 The sine rule and cosine rule  
2.1 The laws of indices    
2.2 Negative and fractional powers   5.1 Determinants  
2.3 Removing brackets 1   5.2 Cramer's rule  
2.4 Removing brackets 2   5.3 Multiplying matrices  
2.5 Factorising simple expressions   5.4 The inverse of a 2x2 matrix  
2.6 Factorising quadratics   5.5 The inverse of a matrix  
2.7 Simplyfying factions   5.6 Using the inverse matrix to solve equations  
2.8 Addition and subtraction    
2.9 Multiplication and division   6.1 Vectors  
2.10 Rearranging formulas 1   6.2 The scalar product  
2.11 Rearranging formulas 2     6.3 The vector product  
2.12 Solving linear equations    
2.13 Simultaneous equations   7.1 What is a complex number?  
2.14 Quadratic equations 1   7.2 Complex arithmetic  
2.15 Quadratic equations 2   7.3 The Argand diagram  
2.16 Inequalities   7.4 The polar form  
2.17 The modulus symbol   7.5 The form (rcos theta+rsin theta)  
2.18 Graphical solution of inequalities   7.6 Multiplication and division in polar form  
2.19 What is a logarithm?   7.7 The exponential form  
2.20 The laws of logarithm    
2.21 Bases other than 10 and e   8.1 Introduction to differentiation  
2.22 Sigma notation   8.2 Tabel of derivatives  
2.23 Partial fractions 1   8.3 Linearity rules  
2.24 Partial fractions 2   8.4 Product and quotient rules  
2.25 Partial fractions 3   8.5 The chain rule  
2.26 Completing the square   8.6 Integration as a reverse of differentiation  
2.27 What is a surd?   8.7 Table of integrals  
  8.8 Linearity rules of integration  
3.1 What is a function?   8.9 Evaluating definite integrals  
3.2 The graph of a function   8.10 Integration by parts  
3.3 The straight line   8.11 Integration by substitution  
3.4 The exponential constant e   8.12 Integration as summation  
3.5 The hyperbolic functions    
3.6 The hyperbolic identities    
3.7 The logarithm function    
3.8 Solving equations involving logarithms and exponentials    
3.9 Polar coordinates    
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