Mathematics OL (Leaving Cert)
Master Mathematics through our Ordinary Level Course. 11 Primary Topics, from both Paper I & II, are covered with the focus on best preparing you for the exam.
1.1 Linear equations
FREE PREVIEW1.2 Simultaneous equations
FREE PREVIEW1.3 Inequalities
FREE PREVIEW1.4 Quadratic equations
FREE PREVIEW1.5 -b formula
FREE PREVIEWFULL Maths Notebook download
1.6 Word problems and quadratic eqns
1.7 Sim eqns, one linear and one quadratic
1.8 Indices
1.9 Surds
2.1 Arithmetic sequences
2.2 Sequences and shapes
2.3 Quadratic sequences and 'Sum of'
3.1 How to differentiate
3.2 Max and min turning points
3.3 Slope representation
3.4 Rates of change and maximum values
4.1 Decimals, ratios and signifcant numbers
4.2 Profit and loss and percentage error
4.3 Currency exchange
4.4 Numbers in standard form
4.5 Speed Distance Time graphs
4.6 Compound interest and depreciation
4.7 Income tax
5.1 How to find probability
5.2 Two events _ sample spaces
5.3 Repeated trials
5.4 Venn diagrams
5.5 'OR' rule
5.6 'AND' rule
5.7 Tree diagrams
5.8 Expected value
5.9 Arrangements
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6.1 Some theory
6.2 Mode Median and Mean
6.3 Frequency and grouped frequency tables
6.5 Causal relationships
6.4 Scatter graphs and correlation
6.6 Standard deviation
6.7 Empirical rule and Hypothesis testing
7.1 SOHCAHTOA
7.2 Using a calculator
7.3 Area of a triangle
7.5 The 30 45 and 60 triangles
7.4 Sine and Cosine rule
8.1.1 Use of formulae
8.1.2 Graphing lines, parallel and perpendicular lines
8.1.3 Points of intersection and area of a triangle
8.2.1 Equation of a circle
8.2.2 Points on a circle
8.2.3 Intersecting lines and circles
9.1 Introduction to complex numbers
9.2 Modulus and conjugate
10.1 2D shapes
10.2.3D Shapes
10.3 Trapezoidal rule
11.1 Linear Graphs
11.2 Quadratic graphs I
11.3 Quadratic graphs II
11.4 Cubic and exponential graphs
12.1 Angles and lines
12.2 Triangles
12.3 Congruent and similar triangles
12.4 Circles
12.5 Thereoms
12.6 Constructions and Enlargements
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