factorise a^2-b^2-c^2 +2bc +a+b-c
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Answer:
(a + b - c)(a - b + c + 1)
Step-by-step explanation:
Given Equation is a² - b² - c² + 2bc + a + b - c.
It can be written as,
= (a² - b² - c² + 2bc + a + b - c) - ab + ab + ac - ac + bc - bc
'On rearranging the terms' , we get
= a² - ab + ac + a + ab - b² + bc + b - ac + bc - c² - c
= a(a - b + c + 1) + b(a - b + c + 1) - c(a - b - c + 1)
= (a + b - c)(a - b + c + 1).
Hope it helps!
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