Lesson 7.8:
*Some pairs of binomials, such as "squares" have products that follow a 
specific pattern...which makes multiplying them easier!

SQUARE OF A SUM:
   (2x  +  5)2  =




    (a  +  b)2  =  a2  +  2ab  +  b2




                                                                           1
SQUARE OF A DIFFERENCe:
   (2x  ­  5)2  =




   (a  ­  b)2  =  a2  ­  2ab  +  b2




                                      2
PRODUCT OF A SUM & DIFFERENCe:
   (2x  ­  5)(2x + 5)  =




   (a  +  b)(a  ­  b)  =  a2  ­   b2




                                       3
Lesson 7.8 examples:
Find each product.
A) (x  +  5)2


B)   (3x  +  6y)2



C)   (a  ­  12)2



D)   (3x  ­  5)2




                       4
E)   (x  +  5)(x  ­  5)



F)   (3x  +  6y)(3x  ­  6y)



G)   (a  ­  12)(a  +  12)



H)   (4a  +  6)2




                              5
I)   (x  ­  3)(x  +  3)



J)   (4a  ­  12)2



K)   (g  ­  4h)(g  +  4h)




                            6

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