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Factorise. (l + m)2 − (l − m)2 - Mathematics

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Question

Factorise.

(l + m)2 − (l − m)2

Sum

Solution

(l + m)− (l − m)2

Using the identity a− b= (a − b) (a + b)

= [(l + m) + (l − m)] [(l + m) − ( l − m)]

= (l + m + l − m) (l + m − l + m)

= (2 m) (2 l)

= 4 lm

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Chapter 14: Factorisation - Exercise 14.2 [Page 223]

APPEARS IN

NCERT Mathematics [English] Class 8
Chapter 14 Factorisation
Exercise 14.2 | Q 2.5 | Page 223

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