2 logxa- logxb- logxc=0 then value of a,b,c are
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Given : 2logₓa - logₓb - logₓc = 0
To find : Relation between a, b & c
Solution:
2logₓa - logₓb - logₓc = 0
=> 2logₓa = logₓb + logₓc
using lob m + logn = log (mn)
& n log m = log mⁿ
=> logₓa² = logₓbc
=> a² = bc
=> b , a , c are in GP
a² = bc
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