If abc = 1 , prove that : 1 / (1+a+b^-1 )+ 1 / (1+a+b^-1) + 1 / (1+c+a^-1 ) = 1
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abc=1
a=1/bc
b=1/ac
c=1/ab
1/1+a+1/b=1/b+ab+1/b
=b/1+b+ab
1/1+b+c^-1=1/1+b+ab
1/1+c+a^-1=1/1+1/ab+1/a=1/ab+a+1/ab=ab/ab+a+1
all are add
ab+b+1/ab+b+1=1
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