题目内容
求下列各式中x的值:
若log3()=1,求x的值;
∵log3=1,∴=3.
∴1-2x=27,∴x=-13.
当m<n时,=________.
化简:=( )
A.6a B.-a
C.-9a D.9a2
2·log25的值等于( )
A.2+ B.2
C.2+ D.1+
已知log2[log (log2x)]=log3[log (log3y)]
=log5[log (log5z)]=0.
试比较x,y,z的大小.
设2a=5b=m,且+=1,则m=( )
A. B.10
C.20 D.100
计算下列各式的值:
2log2+()+lg20-lg2-(log32)·(log23)+(-1)lg1.
求下列函数的定义域:
f(x)=.