MCQ
Locus of the middle points of the parallel chords with gradient $m$ of the rectangular hyperbola $xy = c^2 $ is
- ✓$y + mx = 0$
- B$y - mx = 0$
- C$my - x = 0$
- D$my + x = 0$
$m = - \frac{k}{h}$ $\Rightarrow$ $ y + mx = 0$
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$(\alpha + p)^{m - 1} + (\alpha + p)^{m - 2} (\alpha + q) + (\alpha + p)^{m - 3} (\alpha + q)^2 + ...... (\alpha + q)^{m - 1}$
where $\alpha \ne - q$ and $p \ne q$ is :