You are here: Home > Flexible Learning Environment > Pre Math Methods > FLE9-S01-5 > Resources Close All | Expand All Edit Delete - Last Modified By: rmc at 4/09/2014 4:22:10 PM Try these questions to see if you have the prior knowledge that will help you succeed with this concept:Are You Ready? Edit Delete - Last Modified By: rmc at 4/09/2014 4:09:18 PM View this PowerPoint Presentation which will explain the Elimination Method for solving simultaneous Equations.Elimination Method PowerPointEdit Delete - Last Modified By: rmc at 4/09/2014 4:17:49 PM Here is a video that will also explain the Elimination Methodhttps://www.khanacademy.org/math/algebra/systems-of-eq-and-ineq/fast-systems-of-equations/v/solving-systems-of-equations-by-eliminationEdit Delete - Last Modified By: rmc at 4/09/2014 4:08:16 PM Complete the worksheet below. Solutions to the worksheet are found at the end of the document.Solving simultaneous equations by eliminationEdit Delete - Last Modified By: rmc at 4/09/2014 4:08:37 PM Log onto Manga High and complete the challenge: Solve simultaneous equations - elimination methodManga HighEdit Delete - Last Modified By: dsi at 4/12/2013 12:59:37 PM https://templestowecvicedu.sharepoint.com/sites/learningbites/Curriculum/Numeracy/Solving%20simultaneous%20equations%20by%20elimination.pdf Edit Delete - Last Modified By: rmc at 4/09/2014 4:28:14 PM To extend yourself, try to find how many cockatoos and kangaroos are in the paddock in this example:Also try the Maths Quest Challenge questions.How many cockatoos and kangaroos? Edit Delete - Last Modified By: rmc at 4/09/2014 4:29:30 PM Still not quite getting it? Try this webpage:http://www.teacherschoice.com.au/maths_library/algebra/alg_10.htm Edit Delete - Last Modified By: DBE at 22/11/2013 4:24:28 PM By the end of the class you should be able to solve the following pair of simultaneous equations:2x + 2y = 64x - 2y = 6
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