wygsnwmbhyjgzyxqydyydmy吊丝什么意思思
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时间：2012-05-26 16:30
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试卷四
一、填空题（=
每空2分，共20&#=
20998;）
的间断点为᜹=
0;．
，则
，则
的铅垂渐近线&#=
26041;程为᜹=
0;；
7．已=
693;，且，则曲线在点处的切线方&#=
31243;为；
8．；
9．设是的原函数，则；
10． ．
二、判断题（=
每小题1分，共8=
0998;）
1．若=
354;线在点有切线，则&#=
20989;数在点可导．&&&&&& （
&&&）
2．若=
989;数在点可导，则在点必连ಱ=
3;．
&&&&&&&（& &&）
3．因=
026;，则&&& &&&&&&&&=
&&&&&&&&（
&&&）
4．&&&&&&&&=
&&&&&&&&&&&&&nb=
&&&&&&&&&&&&=
&&&&&&&&&&&&&nb=
（ &&&=
5．若=
989;数在点不可导，函&#=
25968;在点也不可导，&#=
21017;函数在点必不ࡤ=
7;导．&&&&&&&&=
&&&&&&&&&&&&&nb=
（&& ）
6．偶=
989;数的导数一定是奇函=
;数；奇函数的导数一&#=
23450;是偶函数．&&&&&&&&=
&&&&&&&&&&
（ &&&=
7．因=
026; ，所以
～&&&&&&&&=
&&&&&&&&&&
&&&&&&&（&&& ）
8．曲 =
447;在区间内上凹．&&&&&&&&=
&&&&&&&&&（=
;& &&）
三、选择题（=
每小题4分，共28&#=
20998;）
1．函=
968;&&&&&&&&=
&&&&&&&&&&&&&nb=
&&&&&&&&&&
&&&&（&&& ）
A 无极=
540;&&&&&&&&=
B 有极大值&&&&&&& C 有极小值&&&&&
D 以上均不对=
2．设，则&&&&&&&&=
&&&&&&&&&&&&&nb=
&&&&&&&&&&&&=
（&&& ）
A&& &&&&&&&&=
&&&&&B& &&&&&&&&=
&&&&C&& &&&&&&&&=
3．下=
015;曲线（&&& ）在区间内上凹
C &&&&&&&&=
&&&&&&&&&&D
4．若，则&&&&&&&&=
&&&&&&&&（&&& ）
5．下=
015;等式中正确的是（&&& ）
A &&&&&&&&=
&&&&&&&&&&B
C &&&&&&&&=
6．&& &&&&&&&&&&&=
&&&&&&&&&&&&&nb=
&&&&&&&&&&&&=
&&&&&&&&(&&& )
不存在.
7．若2，则&&&&&&&&=
&&&&&&&&&&&&&nb=
四、综合题（=
每小题5分，共25&#=
20998;）
，求
，求
所围成的图形&#=
32469;轴旋转后所的&#=
26059;转体的体积．
5．设．
6.求微=
998;方程的通解．
五、应用题（=
10分）=
设某工厂生产=
某种产品台时，固定成&#=
26412;为1000万元，边际成=
6412;，若已知该产&#=
21697;的销售价格为12万元/台&#=
65292;且产品可全部售出ʌ=
94;试问该产品的产量为=
多少时可使该工厂获=
1033;最大？最大利润是ࣩ=
0;少？
0845;、证明题（7分）
试证：
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试卷四
一、填空题（=
每空2分，共20&#=
20998;）
的间断点为᜹=
0;．
，则
，则
的铅垂渐近线&#=
26041;程为᜹=
0;；
7．已=
693;，且，则曲线在点处的切线方&#=
31243;为；
8．；
9．设是的原函数，则；
10． ．
二、判断题（=
每小题1分，共8=
0998;）
1．若=
354;线在点有切线，则&#=
20989;数在点可导．&&&&&& （
&&&）
2．若=
989;数在点可导，则在点必连ಱ=
3;．
&&&&&&&（& &&）
3．因=
026;，则&&& &&&&&&&&=
&&&&&&&&（
&&&）
4．&&&&&&&&=
&&&&&&&&&&&&&nb=
&&&&&&&&&&&&=
&&&&&&&&&&&&&nb=
（ &&&=
5．若=
989;数在点不可导，函&#=
25968;在点也不可导，&#=
21017;函数在点必不ࡤ=
7;导．&&&&&&&&=
&&&&&&&&&&&&&nb=
（&& ）
6．偶=
989;数的导数一定是奇函=
;数；奇函数的导数一&#=
23450;是偶函数．&&&&&&&&=
&&&&&&&&&&
（ &&&=
7．因=
026; ，所以
～&&&&&&&&=
&&&&&&&&&&
&&&&&&&（&&& ）
8．曲 =
447;在区间内上凹．&&&&&&&&=
&&&&&&&&&（=
;& &&）
三、选择题（=
每小题4分，共28&#=
20998;）
1．函=
968;&&&&&&&&=
&&&&&&&&&&&&&nb=
&&&&&&&&&&
&&&&（&&& ）
A 无极=
540;&&&&&&&&=
B 有极大值&&&&&&& C 有极小值&&&&&
D 以上均不对=
2．设，则&&&&&&&&=
&&&&&&&&&&&&&nb=
&&&&&&&&&&&&=
（&&& ）
A&& &&&&&&&&=
&&&&&B& &&&&&&&&=
&&&&C&& &&&&&&&&=
3．下=
015;曲线（&&& ）在区间内上凹
C &&&&&&&&=
&&&&&&&&&&D
4．若，则&&&&&&&&=
&&&&&&&&（&&& ）
5．下=
015;等式中正确的是（&&& ）
A &&&&&&&&=
&&&&&&&&&&B
C &&&&&&&&=
6．&& &&&&&&&&&&&=
&&&&&&&&&&&&&nb=
&&&&&&&&&&&&=
&&&&&&&&(&&& )
不存在.
7．若2，则&&&&&&&&=
&&&&&&&&&&&&&nb=
四、综合题（=
每小题5分，共25&#=
20998;）
，求
，求
所围成的图形&#=
32469;轴旋转后所的&#=
26059;转体的体积．
5．设．
6.求微=
998;方程的通解．
五、应用题（=
10分）=
设某工厂生产=
某种产品台时，固定成&#=
26412;为1000万元，边际成=
6412;，若已知该产&#=
21697;的销售价格为12万元/台&#=
65292;且产品可全部售出ʌ=
94;试问该产品的产量为=
多少时可使该工厂获=
1033;最大？最大利润是ࣩ=
0;少？
0845;、证明题（7分）
试证：
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