If <img wid

We know when three terms say a,b,c are in GP

We can write

b2 = a.c

According to the given data

We can write

(ax/2)2 = logxa . logbx

ax = logxa . logbx ax = logba

Multiplying by loga to both sides we get

loga (ax) = loga (logba)

x logaa = loga (logba)

x = loga (logba)

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