y=mx+c – GCSE Maths Revision and Worksheets

If you are revising straight line graphs and you want some Y=mx+c questions then Maths Made Easy can help. We have calculating equations of straight line questions along with other algebra based questions that require a full understanding of straight line graphs. You can also revise linear graphs via our revision tests and online test. Since the introduction of the new GCSE Maths 9-1 course it is more important than ever to practise as many different question types as you can as the variation in the specimen papers and exam papers is huge.

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What you need to know

What you need to know:

Any straight line can be expression by the equation y = mx + c.

In this equation, x and y represent the coordinates – the two axis on the graph – whilst the m represents the gradient, and c represents the y-intercept (where the line meets the y-axis).

You are expected to be able to both draw a straight line given the equation, and determine the equation of a straight line given information about it. For the latter you must firstly determine the gradient (unless you are given the gradient, which is possible), and then from there you can substitute the value of the gradient, along with any coordinates (x, y) which the line passes through, either directly into the equation y = mx + c to find the y-intercept, or into the equation:

y - y_1 = m(x - x_1)

This will directly produce the straight line equation, so all that remains is to rearrange into the form y = mx + c if the question asks you to do so.

y=mx+c Revision and Worksheets

Straight Line Graphs 2
Level 1-3
Straight Line and Gradients
Level 4-5
Linear graphs: drawing using knowledge of y=mx+c
Level 4-5
Linear graphs: find equation given graph (across one method)
Level 4-5
Linear graphs: gradient of a line
Level 4-5
Linear graphs: y=mx+c
Level 4-5
Linear graphs: y=a graphs
Level 4-5
Linear graphs: x=a graphs
Level 4-5
Linear graphs: find equation of a line
Level 4-5
Linear graphs: gradient between two points
Level 4-5
Linear graphs: equation of line through two coordinates
Level 4-5
Identify straight line graphs
Level 4-5

From finding equations of straight line graphs to other types of Y=mx+C questions, there are many different types of problems that students have to solve including perpendicular straight lines. If you are an educational professional looking to increase the size of your GCSE Maths resource bank then Maths Made Easy can help. Visit our main GCSE Maths revision page to access hundreds more resources for the new course.

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