文档介绍：专业、班级______________________________学号___________________________姓名_______________________
密封线
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浙江财经学院2010~~~2011学年第一学期
《微积分(上)》课程期中试卷(A)(周一)
年级、专业: 本部各专业考试日期:2010 年 11 月日
题号
一
二
三
四
五
六
七
八
总分
得分
评卷人
(共五大题)
.
,则k=_____________.
,,,则=_____________.
,则其间断点及其类型为.
,则的值分别是_ _.
,则___________.
,则=_____________.
,则____ _______.
1.(m、n为正整数)
2.
4.
,求.
,求.
,求.
4 已知, 求.
,当为何值时,在处连续且可导.
,且,求曲线在点处的切线方程.
设在(a,b)上非负连续,且,
证明:在(a,b)内至少存在一点,使得.