logx = -2, 0,1/3 solve the given equation for x
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Step-by-step explanation:
log(logx)+log(logx
3
−2)=0
⇒log[logx(logx
3
−2)]=0
⇒log[log
x
logx
3
−2logx]=0
⇒log[3log
2
x−2logx]=0
⇒3log
2
x−2logx=1
⇒3log
2
x−3logx+logx−1=0
⇒3logx(logx−1)+1(logx−1)=0
logx=1 or logx=−1/3
x=10 or x=10
−1/3
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