If x, y, z, are in G.P., a^x = b^y = c^z then
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$$xlog a=y log b=z log c=k (say)$$
Also $$y^2=xz$$
$$\dfrac {k^2}{(log b)^2}=\dfrac {k^2}{loga. log c}$$
or $$\dfrac {loga}{logb}=\dfrac {log b}{log c}$$ or $$log_ba=log_cb$$
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