prove that (a+b+c)whole square
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= (a+b+c) (a+b+c)
= a(a+b+c) b(a+b+c) c(a+b+c)
= a square+ ab+ac+ab+b square+bc+ac+bc+c square
= a square +b square +c square +ab+ab+bc+bc+ac+ac
= a square +b square +c square +2ab+2bc+2ac
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