解方程log3(log4(x))=0
方程log2[log3(log4(x))]=0的解集为?
若log2[log3(log4)]=0,求x
log4[log3(log2x)]=0,求x^-1/2
log2[log3(log4x)]=log3[log4(log2y)]=0,则x+y=______.
log2^(log3^x)=log3^(log4^y)=0则x+y=
若log2(log3(log4x)=log3(log4(log2y)=log4(log2(log3z)=0则x+y-z=
已知log3[log4(log2x)]=0,则x=______.
已知log2[log3(log4x)]=log3[log4(log2y)]=0,求x+y
log2[log3(log4x)]=log3[log4(log2y)]=0求x+y的值,
解方程log4 x+1/log4 x=10/3
解方程log4(3x+1)=log4x+log4(3+x)
log5[log4(log3 81)]=0