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CUET
-- Mathematics - Section B1
Relations and Functions
Identify the following function $f(x)=\log(\frac{1-x}{1+x})$ as
Odd
Even
Neither Odd nor Even
Cannot be determined
$f(-x)=\log\{\frac{1-(-x)}{1+(-x)}\}$
$=\log(\frac{1+x}{1-x})$
$=-f(x)$
Hence, f(x) is odd.