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Example 1 Factorising a Simple Quadratic Factorise x 2 9 x2 9 2 marks Identifying that this is a difference of two squares a a and b b are simply the square roots of x 2 x2
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DIFFERENCE OF TWO SQUARES Teaching Resources
DIFFERENCE OF TWO SQUARES Teaching Resources
The GCF method only helps if the two original terms share factors Once you get the point where the terms are relatively prime you must apply the difference of two squares method to obtain a fully factored answer For example 36x 100y 4 9x
The difference of two squares is a method of factorising used when an algebraic expression includes two squared terms one subtracted from the other a 2 b 2 When we are subtracting a squared term from another
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Apply Question 1 It should be x 4 x 4 There should be an addition sign in one of the two brackets The y2 25 should be factorised to y 5 y 5 It should be y 3w y
Previous Factorising Quadratics 2 Textbook Exercise Next Percentages to Decimals Textbook Exercise The Corbettmaths Textbook Exercise on the Difference
Apply Question 1 It should be x 4 x 4 There should be an addition sign in one of the two brackets The y2 25 should be factorised to y 5 y 5 It should be y 3w y
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