UTAS Home › › Mathematics Pathways › Pathways to Business › Module Three: Linear and Quadratic Skills › Linear Eq.
In this topic you will revise the following
Lesson 1 - The co-ordinate system
Lesson 2 - Introduction to linear equations
Lesson 3 - Introduction to linear graphs
Lesson 4 - More Linear Equations
Lesson 5 - Graphing Linear Equations
Note: Linear Functions and Linear Equations
A linear function is a way of showing the relationship between two or more variables such as:
Example
A book costs 6 dollars and no matter how many books you buy the delivery cost is $12
y = 6x + 12
You can find a y value (total cost) for any x value (number of books).
A linear equation is the statement that allows us to calculate one variable when we know the other.
If the total bill was $30, how many books were bought.
So 3 books were bought.
In many Maths resources, the terms Linear Equation and Linear Function are used interchangeably so don’t get confused by this.
Authorised by the Director, Centre for University Pathways and Partnership
2 May, 2018
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