INTRODUCTION TO MATHEMATICS 10 TO 12

• use a variety of methods to solve real-life, practical, technical, and theoretical problems

• use a variety of methods to solve real-life, practical, technical, and theoretical problems

• use a variety of methods to solve real-life, practical, technical, and theoretical problems

Number Concepts

• analyse the numerical data in a table for trends, patterns and interrelationships.
• explain an illustrate the structure and the interrelationship of the sets of numbers within the real number system.

• describe and apply arithmetic operations on tables to solve problems, using technology as required.
• use basic arithmetic operation on real numbers to solve problems.

• solve consumer problems, using arithmetic operations.

• generate and analyse number patters

• generate and analyse exponential patterns

• represent and analyse situations that involve expressions, equations and inequalities.

• examine the nature of relations with an emphasis on functions.
• Represent data, using function models.

• examine the nature of relations with an emphasis on functions.
• Represent and analyse quadratic, polynomial and rational functions, using technology as appropriate.

• demonstrate an understanding of scale factors, and their interrelationship with the dimensions of similar shapes and objects.
• Solve problems involving triangles, including those found in 3-D and 2-D applications.

• Solve problems involving triangles, including those found in 3-D and 2-D applications.
• Solve coordinate geometry problems involving lines and line segments, and justify the solutions.

• solve coordinate geometry problems involving lines and line segments

• develop and apply the geometric properties of circles and polygons to solve problems.

• classify conic sections, using their shapes and equations.

• perform, analyse and create transformations of functions and relations that are described by equations or graphs.

• implement and analyse sampling procedures, and draw appropriate inferences from the data collected.

• use normal and binomial probability distributions to solve problems involving uncertainty.
• Solve problems based on the counting of sets, using techniques such as the fundamental counting principle, permutations and combinations.
• model the probability of a compound event, and solve problems based on the combining of simpler probabilities