Factorise a – b – a2 + b2 :
(A) (a – b) [1 – (a + b)]
(B) (a + b) [1 – (a – b)]
(C) (a – b) [1 – (a – b)]
(D) None of these
Answers
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0
Answer:
Given polynomial is
a−b−a
2
+b
2
=(a−b)−(a
2
−b
2
)
=(a−b)−(a−b)(a+b)
=(a−b)[1−(a+b)]
Option A is correct.
Answered by
0
QUESTION: Factorise a – b – a2 + b2 :
(A) (a – b) [1 – (a + b)]
(B) (a + b) [1 – (a – b)]
(C) (a – b) [1 – (a – b)]
(D) None of these
ANSWER:
(A) (a – b) [1 – (a + b)]
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