题目内容
已知a=5log23.4,b=5log43.6,c=(
)log30.3,则( )
| 1 |
| 5 |
| A.a>b>c | B.b>a>c | C.a>c>b | D.c>a>b |
∵log23.4>1,log43.6<1,
又y=5x是增函数,
∴a>b,
c=(
)log30.3= 5
>5log33=51=5log44>5log43.6=b
而log23.4>log2
>log3
,
∴a>c
故a>c>b.
故选C.
又y=5x是增函数,
∴a>b,
c=(
| 1 |
| 5 |
| log |
|
而log23.4>log2
| 10 |
| 3 |
| 10 |
| 3 |
∴a>c
故a>c>b.
故选C.
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相关题目
已知a=5log23.4,b=5log43.6,c=(
)log30.3,则( )
| 1 |
| 5 |
| A、a>b>c |
| B、b>a>c |
| C、a>c>b |
| D、c>a>b |