x-ab/a+b + x-bc/b+c + x-ca/c+a=a+b+c
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given =x-ab/a+b + x-bc/b+c + x-ca/c+a=a+b+c
to find: value of x
1. to find the value of x, we need to take all the terms on one side.
- {(x-ab/ a+b)-c} + {(x-bc/b+c) -a} +{(x-ca/c+a) - b} = 0
2. after taking all terms on one side, start the calculations.
- {x-ab-ac-bc/a+b}+{x-bc-ac-ab/b+c}+{x-ac-bc-ab/c+a} = 0
3. now after this, taking x-ab-bc-ac common from all three terms,
- x-ab-bc-ac{(1/a+b) + (1/b+c) + (1/ a+c)}=0
4. now, putting x-ab-bc-ac on lhs and rest terms on den of zero,
- x-ab-bc-ac=0
x= ab+bc+ac
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