If p = \frac{\a - \b}{\a + \b}, q = \frac{\b - \c}{\b + \c}, r = \frac{\c - \a}{\c + \a}, then \frac{1 + \p}{1 - \p} . \frac{1 + \q}{1 - \q} . \frac{1 + \r}{1 - \r} =

TS ICET 27-July-2022 Shift-2 Solved Paper

Question : 76 of 200

Marks: +1, -0

If p =

{\a - \b}/{\a + \b}

, q =

{\b - \c}/{\b + \c}

, r =

{\c - \a}/{\c + \a}

, then

{1 + \p}/{1 - \p}

{1 + \q}/{1 - \q}

{1 + \r}/{1 - \r}

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