This book describes how to solve equations, both graphically and algebraically. It considers the graphical representation of inequalities or orderings; how to use formulas to solve equations; how to measure and interpret the gradients of linear and non linear functions. Finally, it describes how to solve maximising and minimising problems using linear programming. 1 Equations and Orderings …
1 Flow Charts & Sequences , 1 2 Mathematical Models & Functions , 19 3 Graphs , 39 4 Polynomials & Algebraic Fractions , 65 5 Derivatives & Derived Functions , 88 Revision Exercises , 112 6 Circular Functions , 119 7 Kinematics , 137 8 Indices & Logarithms , 159 9 Sigma Notation & Series , 182 10 Area & Integration , 200 Revision Exercises , 223 Revisio…