问题
选择题
曲线y=
|
答案
由y=
=x-1 3 x2
,得到y′=-2 3
x-2 3
,5 3
则切线的斜率k=-
8-3 2
=-5 3
(23)-2 3
=-5 3
,1 48
所以切线方程是:y-
=-1 4
(x-8),化简得x+48y-20=0.1 48
故选A.
曲线y=
|
由y=
=x-1 3 x2
,得到y′=-2 3
x-2 3
,5 3
则切线的斜率k=-
8-3 2
=-5 3
(23)-2 3
=-5 3
,1 48
所以切线方程是:y-
=-1 4
(x-8),化简得x+48y-20=0.1 48
故选A.