log3(8)/log3(4)=log4(8)吗 为什么
log3(8)/log3(4)=log4(8)吗 为什么
log3*4为什么等于log4/log3
log3(4)×log4(8)×log8(x)=log6(36)
log3(4)·log4(8)·log8(m)=log4(16)则m=
log3 4*log4 8*log8 m=log4 16,则m为[ ]
若log3 4*log4 8*log8 m=log4 16求m
:若log3(4)*log4(8)*log8(m)=log4(16),则m等于( )
log3^4*log4^8*log8^m=log4^2 求m
log3^4乘log4^8乘log8^m=log4^2
设log3(4)*log4(8)*log8(m)=log4(16)
1.log2 3*log3 4*log4 5*log5 2 2.(log4 3+log8 3)8(log3 2+log9
[log4(3)/log4(8)][log3(2)log9(2)]