Year+10+Algebra

=Term 3 Keep up the Algebra= Applet Algebra Laws 1 Commutative and Associative Applet Algebra Laws 2 Distributive Applet Algebra Laws 3 Identity and Inverse Applet Algebra Laws 4 Product and Quotient signs Applet Algebra Laws 5 Absolute Value and adding Signs Applet Algebra Laws 6 Power Rules Applet Algebra Skills Expand Applet Algebra Skills 2 Factorise Applet Algebra Expand P Expand perfect squares Applet Algebra Factorise P Factorise perfect squares Applet Algebra Expand D Expand diff between 2 squares Applet Algebra Factorise D Factorise diff between 2 squares

=Algebra Common Test 14th July 2011= Learning workbook pages 71 to 107 Course Workbook pages 27 to 31

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More Videos Here: http://2011mathsvideo.wikispaces.com/Algebra+Solving+x+on+both+sides

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 * [|factorising]
 * [|expanding]
 * [|simplifying algebraic expressions] involving exponents, such as (2x4)3 or [[image:http://www.studyit.org.nz/img/maths-1.2-1.gif]]
 * [|substituting values into formulae]
 * manipulating and simplifying expressions such as [[image:http://www.studyit.org.nz/img/maths-1.2-2.gif]] and [[image:http://www.studyit.org.nz/img/maths-1.2-3.gif]] (see [|Algebra fractions])
 * [|rearranging formulae] such as [[image:http://www.studyit.org.nz/img/maths-1.2-4.gif]] or [[image:http://www.studyit.org.nz/img/maths-1.2-5.gif]]
 * [|solving linear equations or inequations] such as 5x + 12 = 3 - 2x or 3(x - 2) < 7
 * solving [|quadratic equations] such as (8x + 3)(x - 6) = 0, x^2 + 5x – 6 = 0 , 3x2 = 10x - 8 (completing the square and the quadratic formula are not required)
 * solving simple [|equations involving exponents] such as x3 = 8, 5x = 125
 * [|solving pairs of simultaneous linear equations] with two unknowns.

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