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Question Number 182131 by Agnibhoo98 last updated on 04/Dec/22
Solvex+a2+2c2b+c+x+b2+2a2c+a+x+c2+2b2a+b=0
Answered by manxsol last updated on 04/Dec/22
x=y−a2−b2−c2y+c2−b2b+c+y+a2−c2a+c+y+b2−a2a+b=0y(1b+c+1a+c+1a+b)=−(c−b+a−c+b−a)y=0x=−(a2+b2+c2)
Answered by Rasheed.Sindhi last updated on 05/Dec/22
x+a2+2c2b+c+x+b2+2a2c+a+x+c2+2b2a+b=0x+a2+2c2b+c+(b−c)+x+b2+2a2c+a+(c−a)+x+c2+2b2a+b+(a−b)=0[∵(b−c)+(c−a)+(a−b)=0]x+a2+2c2+b2−c2b+c+x+b2+2a2+c2−a2c+a+x+c2+2b2+a2−b2a+b=0x+a2+b2+c2b+c+x+a2+b2+c2c+a+x+a2+b2+c2a+b=0(x+a2+b2+c2)(1b+c+1c+a+1a+b)=0x+a2+b2+c2=0x=−(a2+b2+c2)
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