If the pth, qth & rth term of a G.P. are x,y,z then (q-r).logx+(r-p) log y +(p-q)log z
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Step-by-step explanation:
Let first ratio of GP be a
and common ratio of G.P be r
Tp = ar^(p-1) = x
logx=loga+(p−1)logr
Multiply by q−r, r−p and p−q and add we get,
(q−r)logx+(r−p)logy+(p−q)logz=0
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