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i.e. sum/difference or +/-

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teach-learnpractise-learntimely practice1

simplifySDTL1.pdf

simplifySD1.pdf (s/s 4 per page)

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simplifySDTL2.pdf

simplify +:- 1 and 2.notebook

simplifySD2.pdf (print d/s 2 per page)3simplifySDTL3.pdfsimplifySD3.pdf (s/s 4 per page)4simplifySDTL4.pdfsimplifySD4.pdf (s/s 4 per page)5

simplifySDTL5.pdf

simplifySD5.pdf (s/s 4 per page)6simplifySDTL6.pdfsimplifySD6.pdf (s/s 4 per page)7simplifySDTL7.pdfsimplifySD7.pdf (s/s 4 per page)8simplifySDTL8.pdfsimplifySD8.pdf (s/s 4 per page)9simplifySDTL9.pdfsimplifySD9.pdf (s/s 3 per page)10simplifySDTL10.pdfsimplifySD10.pdf (s/s 4 per page)
sample Q from each layerteach-learn questions










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namesimplifySDsample.pdf

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namesimplifySDTL1.pdf
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namesimplifySDTL2.pdf
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namesimplifySDTL3.pdf
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namesimplifySDTL5.pdf
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namesimplifySDTL8.pdf
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namesimplifySDTL9.pdf
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namesimplifySD1.pdf
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namesimplifySD2.pdf
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namesimplifySD3.pdf
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namesimplifySD4.pdf
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namesimplifySD6.pdf
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print hintss/s 4ppd/s 2pps/s 4pps/s 4pps/s 4pps/s 4pps/s 4pps/s 4pps/s 3pps/s 4pp

simplify +:- 1 and 2.notebook

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student self assessment

simplifySA.pdf a mix of simplify +/- strands 1 to 5 and simplify x/÷ 1, 3 and 4

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NC information

A1use and interpret algebraic manipulation, including:

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  • collecting like terms
  • multiplying a single term over a bracket
  • taking out common factors
  • expanding products of two or more binomials
  • factorising quadratic expressions of the form x2 + bx + c, including the difference of two squares;
  • factorising quadratic expressions of the form ax2 +bx+c
  • simplifying expressions involving sums, products and powers, including the laws of indices

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