08选择题5★★★☆☆
曲线 y=exx+1y = \frac{e^x}{x+1}(1,e2)(1, \frac{e}{2}) 处切线方程为 ( )
A.
y=e4xy = \frac{e}{4}x
B.
y=e2xy = \frac{e}{2}x
C.
y=e4x+e4y = \frac{e}{4}x + \frac{e}{4}
D.
y=e2x+3e4y = \frac{e}{2}x + \frac{3e}{4}
答案与解析

答案已隐藏