expand: quadratic

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expandQuadratic1.pdf (2 per d/s page)

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2expandQuadraticTL2.pdfexpandQuadratic2.pdf (2 per d/s page)
3expandQuadraticTL3.pdfexpandQuadratic3.pdf (2 per d/s page)
4expandQuadraticTL4.pdfexpandQuadratic4.pdf (2 per d/s page)


expandQuadratic5.pdf (2 per d/s page)
6expandQuadraticTL6.pdfexpandQuadratic6.pdf (2 per d/s page)
7expandQuadraticTL7.pdfexpandQuadratic7.pdf (2 per d/s page)
8expandQuadraticTL8.pdfexpandQuadratic8.pdf (2 per d/s page)
9expandQuadraticTL9.pdfexpandQuadratic9.pdf (2 per d/s page)
10expandQuadraticTL10.pdfexpandQuadratic10.pdf (2 per d/s page)
11expandQuadraticTL11.pdfexpandQuadratic11.pdf (2 per d/s page)

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NC information

A1 use and interpret algebraic manipulation, including:

  • ab in place of a × b
  • 3y in place of y+y+y and 3×y
  • a2 in place of a×a, a3 in place of a×a×a, a2b in place of a×a×b
  • a/b in place of a÷b
  • coefficients written as fractions rather than as decimals
  • brackets

A4 simplify and manipulate algebraic expressions (including those involving surds and algebraic fractions) by:

  • 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