A Level Further Maths Revision

A Level Further Maths

For Students Studying AL Further Maths

£ 12.99
/ Monthly
  • Gain Access to all AJMaths A Level Further Maths Revision Videos
  • Gain Access to all AJMaths A Level Further Maths Worksheets
  • Gain Access to all AJMaths A Level Further Maths Mock Papers

Edexcel A Level Further Mathematics - Decision 1
Linear Programming

Linear programming is a method of optimisation that allows us to either minimise or maximise an objective function subject to given constraints.

After watching the AJMaths revision videos on Linear Programming I will be able to:

Linear Programming Problems

In this video we will learn how to formulate linear programming problems.

Graphical Methods

In this video we will discover how we can form the feasible region for a linear programming problem using graphical methods.

Locating the Optimal Point

In this video we will discover how we can solve linear programming problems and locate the optimal point by using two methods, the objective line method and the vertex method.

Solutions With Integer Values

In this video we will learn how to solve linear programming problems where integer solutions are required.

Exam Revision for Linear Programming

In this video we will answer exam style questions on Linear Programming.

Worksheets for Linear Programming

Introduction to Linear Programming

Graphical Methods

Exam Revision for Linear Programming

Still Revising?

Previous Topic

A Level Further Maths Revision

Boost your Grades today and become a member!

Click the button below to become a member

Last Minute Revision

Get 50% off your first month of ANY membership by using the code ‘REVISION’ at checkout!

Too Busy To Cook?

Save your time and enjoy custom-made, home-cooked chef meals without any hassle.

Stay Up To Date

Subscribe to our newsletter below and keep up to date with all of our latest resources

Welcome to AJMaths!

Please fill the registration form in below to sign up!

Enter your username and password to log into your account

Become an AJMaths Member

To access this resource you must be an AJMaths member. Click the Join today button below to join or click the login button if you are already a member.

Become a member to gain access