{"id":63,"date":"2013-03-29T20:02:12","date_gmt":"2013-03-29T20:02:12","guid":{"rendered":"http:\/\/mathedup.wordpress.com\/?page_id=63"},"modified":"2013-03-29T20:02:12","modified_gmt":"2013-03-29T20:02:12","slug":"solving-linear-equations","status":"publish","type":"page","link":"https:\/\/www.mathedup.co.uk\/key-stage-5\/further-pure\/further-pure-4\/solving-linear-equations\/","title":{"rendered":"Solving linear equations"},"content":{"rendered":"

This module looks at how matrices can be used to solve a system of equations and what our solutions tell us geometrically.<\/p>\n

Systems of 2 equations<\/a> – Smart Notebook – Introducing using matrices to solve a system of equations. Use autograph to further develop understanding.<\/p>\n

Unique solutions<\/a> – Powerpoint – Methods of solving a system of 3 equations where there is a unique solution.<\/p>\n

Non-unique solutions<\/a> – Powerpoint – 3 different cases and the geometry of these.<\/p>\n

Investigation<\/a> – Word – An\u00a0investigation\u00a0into how three planes can interact with each other.<\/p>\n

Linear independence<\/a> – Smart Notebook – What it means for a set of vectors to be linearly dependent\/independent from each other.<\/p>\n

Systems of equations revision notes<\/a>\u00a0\u2013 Word \u2013 An overview of the whole topic including worked examples.<\/p>\n

Systems of 2 equations<\/h3>\n