问题
选择题
设a=log32,b=log23,c=log
|
答案
∵log31<a=log32<log33∴0<a<1
∵b=log23>log22=1∴b>1
∵c=log1 2
>log1 5 1 2
= 1∴c>11 2
∵∵c=log1 2
= log25>log23=b 即c>b1 5
故有c>b>a
故选A
设a=log32,b=log23,c=log
|
∵log31<a=log32<log33∴0<a<1
∵b=log23>log22=1∴b>1
∵c=log1 2
>log1 5 1 2
= 1∴c>11 2
∵∵c=log1 2
= log25>log23=b 即c>b1 5
故有c>b>a
故选A