試卷名稱:93年 - 93 學士後:微積分#86898
年份:93年
科目:微積分
15. Find a and b so that function f(x)=ax3+bx2+1 will have a relative minimum value at a point inside the open interval (1, 3).
(A) a =1, b =1
(B) a =1, b = −1
(C) a = −1, b =2
(D) a = 2, b = −4
(E) a = −1, b =3