If log3[log 4(log 2^x)] =0 then x=?
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log3cant be 0
log4( log2^x)=0
log1=0
4log2^x=1
xlog2=(1/4)
x=(1/(4log2))
log4( log2^x)=0
log1=0
4log2^x=1
xlog2=(1/4)
x=(1/(4log2))
ravi077783oydgfe:
Options are 16,8,64,32
sorry, I understand quest. wrong
log4(log2^x)=1; 4(log2^x)=10;
log2^x=2.5;x=2.5/log2; x=2.5/.3=8
8ans.
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