Toggle navigation
Menu
Home
About me
Lessons
Schemes of Work
Free Resources
Blog
Contact
My account
Get access to over 700 lessons today!
Click here
Your Basket
0 items -
£
0.00
Linear graphs
Showing all 11 results
Sort by popularity
Sort by latest
Sort by price: low to high
Sort by price: high to low
Linear graphs
Ages 14 - 16
Plotting Straight Lines from Two Points
Students learn how to plot the equation of a straight line using two points.
Ages 14 - 16
Gradient of Straight Line Graphs
Students learn how to work out the gradient of straight-line graphs.
Ages 14 - 16
Gradient of Parallel Lines
Students learn how to visualise straight line graphs with the same gradient.
Ages 14 - 16
Gradient of Perpendicular Lines
Students learn how to work out the gradient of perpendicular straight line graphs.
Ages 14 - 16
Finding the Equation of Straight Line Graphs
Students learn how to find the equation of straight line graphs.
Ages 11 - 13
Using Graphs to Solve Linear Equations
How to solve linear equations graphically.
Ages 11 - 13
Horizontal and Vertical Straight Line Graphs
How to plot and describe horizontal and vertical straight-line graphs.
Ages 11 - 13
Plotting Graphs on a Grid
How to plot a straight line graph using a table of results.
Ages 11 - 13
Interpreting Straight Line Graphs
How to find the gradient and intercept of straight-line graphs.
Ages 11 - 13
Using Real Life Graphs
How to model model real-life situations using straight-line graphs.
Ages 14 - 16
Plotting Straight Line Graphs
Students learn how to plot straight line graphs in the form y = mx + c.
Mr Mathematics Blog
Planes of Symmetry in 3D Shapes
March 12, 2024
Planes of Symmetry in 3D Shapes for Key Stage 3/GCSE students.Use isometric paper for hands-on learning and enhanced understanding.
GCSE Trigonometry Skills & SOH CAH TOA Techniques
March 8, 2024
Master GCSE Math: Get key SOH-CAH-TOA tips, solve triangles accurately, and tackle area tasks. Ideal for students targeting grades 4-5.
Regions in the Complex Plane
March 7, 2024
Explore Regions in the Complex Plane with A-Level Further Maths: inequalities, Argand diagrams, and geometric interpretations.