G S Rehill's Interactive Maths Software Series - "Building a Strong Foundation in Mathematics" from mathsteacher.com.au.

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Year 9 Interactive Maths - Second Edition


Further Quadratic Trinomials

 72 + 1 = 14x+ x = 15x.  We reject this pair as the middle term is 9x.


Note:

The solution is read across.


Use of a Common Factor

If a quadratic trinomial has a common factor, take it out and place it in front of the brackets.  Then use the cross-multiplication method to factorise the quadratic trinomial.

Example 14

Solution:


Check:


Note:

The common factor 2 was taken out first to make the factorisation simpler.

 

Study Another Topic in Chapter 8: Factors

Factors of a Number ] Highest Common Factor of Algebraic Expressions ] Factorisation using the Common Factor ] Factors by Grouping 'Two and Two' ] Factorisation of a Difference of Two Squares ] Factorisation of Quadratic Trinomials ] Cross-Multiplication Method ] [ Further Quadratic Trinomials ] Use of Perfect Squares ] Symbols ] Index ]

 

Study Another Chapter
 

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