prove that,loga^x×logb^y×logc^z=logb^x×logc^y×loga^z
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=>loga^x x logb^y x logc^z
use concept
logr^t=loge^t/loge^r
so ,
(loge^x x loge^y x loge^z)/(loge^a x loge^b x loge^c)
=>(loge^x/loge^b) x (loge^y/loge^c) x (loge^z/loge^a)
=> logb^x x logc^y x loga^z
use concept
logr^t=loge^t/loge^r
so ,
(loge^x x loge^y x loge^z)/(loge^a x loge^b x loge^c)
=>(loge^x/loge^b) x (loge^y/loge^c) x (loge^z/loge^a)
=> logb^x x logc^y x loga^z
abhi178:
I hope this is helpful
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