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Question Number 11476 by tawa last updated on 26/Mar/17
Answered by sandy_suhendra last updated on 27/Mar/17
1(a−b)(b−c)+1(b−c)(c−a)+1(c−a)(a−b)=c−a+a−b+b−c(a−b)(b−c)(c−a)=01(a−b)2+1(b−c)2+1(c−a)2=[1(a−b)+1(b−c)+1(c−a)]2−2[1(a−b)(b−c)+1(b−c)(c−a)+1(c−a)(a−b)]=[1(a−b)+1(b−c)+1(c−a)]2−2.0=[1(a−b)+1(b−c)+1(c−a)]2
Commented by tawa last updated on 27/Mar/17
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