If $x, y, z$ be respectively the pth, qth and $r$ th terms of a G.P., show that $x^{q - r} \cdot y^{r - p} \cdot z^{p - q} = 1$

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If x,y,z be respectively the pth, qth and r th terms of a G.P., show that xq−r⋅yr−p⋅zp−q=1

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