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Common factor
Revision from previous lesson

  http://www.mymaths.co.uk/gold/factorising/factoriseExpressions.html




   steps 1­4­7­9

                                                                        1
Algebra
By the end of the lesson you should be able to :



   • Multiply  two  brackets.

   • Factorise expressions by grouping.




                                                   2
Multiplying two brackets

(x + y) ( 2 + a ) =




                           3
 Expand  the brackets:


( x + 3 ) ( x ­ 5 ) =




                          4
 Expand  the brackets:

( x ­5 ) ( x ­ 4 ) =




                         5
 Expand  the brackets:

( 2x ­1 ) ( 3x ­ 2 ) =




                         6
 Expand  the brackets:




                         7
 Expand  the brackets:




                         8
Factorise the expression:

     a ( 2 + x ) + b ( 2 + x) =
  




                                  9
Factorise:
2 a + a x + 2 b + b x = 




                           10
Factorise:
3 (x ­ y )+ a ( x ­ y )=




                           11
Factorise:
3 x ­ 3 y + ax ­ a y =




                         12
 Expand  the brackets:




                    Expand



 ( x ­ 5 ) ( x + a ) =  x2 + x a ­ 5 x ­ 5 a

                   Factorise




                                               13
Factorise:

a x + b x + ay + by =




                        14
Factorise:

xy +mx + 3y +3 m =




                     15
Factorise:
 2 
t ­ 3 ta + t ­  3a=




      Solve worksheet "Factorisation by grouping in pairs"




                                                             16
2  
a + a ­ ab ­ b =




                   17
2  
3x + 6x ­ ab ­ 2ab =




                       18
2  
5y ­ 2y ­ 5ay + 2a =




                       19

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