Foundation Mathematics

COURSE DESCRIPTION

This course on Foundational Mathematics is designed to bring students to a level of mathematical literacy that will assist in university studies. The course is divided into four main

topics: using and applying mathematics, number and algebra, shape, space, and measurements, and handling data.

COURSE OBJECTIVES
The course will help students develop the following skills:

Problem solving skills through investigating a variety of problems to improve students' ability to think for themselves and organise their work;

Communication skills: students will be given opportunities to show that they can read mathematics and write about their work in a variety of ways using graphs, symbols, and diagrams; listen to and understand instructions; and explain their ideas clearly to others.

In addition, the course will develop students' ability to carry out calculations without or on paper or using a calculator as appropriate; and to use mathematics in other subjects while developing an understanding of the part it plays in the world around us.

COURSE OUTLINE

The Mathematics scheme of work is based on a modular (topic) approach. Lectures are designed to encourage students to investigate and discuss mathematics imaginatively.

The course is divided into four parts with four attainment targets:

Using and applying mathematics using mathematics for practical tasks and applications to real-life problems,

investigations in mathematics, solving problems, mathematical reasoning Number and algebra introduction to algebra; symbols and graphs; coordinates; fractions, decimals, ratio, percentages, angles and polygons, calculations, estimations, equations and formulae Shape, space, and measurements Symmetry, perimeter, area, volume and angles, position, linear functions

Handling data

The use of probability and the collection, processing, representation, and interpretation of data, statistics: the how and the why

TEACHING METHODOLOGY
Classes will involve lectures, demonstrations, class discussions, group work, computer or

practical activities, as well as opportunities for students to consolidate concepts and skills through exercises and problem solving.

COURSE ASSESSMENT
The continuous assessment exercise for this course will account for 40% of the final course mark. The final examination will account for 60% of the final course mark.

Duration: 10 Weeks