If
then let us show that xyz = 1
(a)xb+c . yc+a . za+b = 1
(b)![]()
Given that 
Let ![]()
…..eq(1)
…..eq(2)
…..eq(3)
Now, adding eq(1) , eq(2) and eq(3)
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(a) LHS = xb+c . yc+a . za+b
Taking log we have,
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0
RHS
Therefore, xb+c . yc+a . za+b = 1
(b) LHS ![]()
Taking log we have,
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0
RHS
Therefore, ![]()
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