若log5(1/3)×log3(6)×log6(x)=2,则x等于
log5 1/3*log3 6*log6 X=2,则x等于多少
若log5为底1/3为真数*log3为底6为真数*log6为底x为真数=2.则x=
若log3^5 log5^7 log7^x=log4^2 log6^4 log8^6,求x=?
((1-log6(3))²+log6(2)*log6(18))/log6(4)
[(1-log6 3)²+log6 2×log6 18]/log6 4
log5(3x)<log5(2x+1)解不等式
若f(log3^2)=log6^2 则f(x)=多少
若log3(2)=log2(3^x),则x等于
log7(log5(log3|x|)))=0 数字都是base(底),求X
log2(3)*log3(4)*log4(5)*log5(6)*log6(7)*log7(8)=?
log2(3)+log3(4)+log4(5)+log5(6)+log6(7)+log7(8)
为什么1/log5(3)等于log3(5) ?