问题
选择题
函数y=log2(x+
|
答案
函数y=log2(x+
+5)1 x-1
=log2(x-1+
+6)≥log2(2+6)=3,1 x-1
∴函数y=log2(x+
+5),(x>1)的最小值为31 x-1
故选B.
函数y=log2(x+
|
函数y=log2(x+
+5)1 x-1
=log2(x-1+
+6)≥log2(2+6)=3,1 x-1
∴函数y=log2(x+
+5),(x>1)的最小值为31 x-1
故选B.