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Factorize
b(a + c) + c(a + b) + b2 + c2
Given: b(a + c) + c(a + b) + b2 + c2
To Do: Factorise the above equation
Solution:
b(a + c) + c(a + b) + b2 + c2
= b(a + c) + b^2 + c(a + b) + c2
= b (a + b + c) + c (a + b + c)
= (a + b + c)(b + c)
So b(a + c) + c(a + b) + b2 + c2
= (a + b + c)(b + c)
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