重庆大学20春《高等数学(II-1)》第3次答案
《高等数学(II-1)》第3次1.[主观题]<p>广义积分<img src="http://file.5any.com/UniversityV4.0/CourseProblem/1a2ddda6/4550eaaf-a593-4800-9310-67e92774e588/20190117123846316001.png" width="82" height="40" />_________。</p>
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正确答案:——1/2——
2.[主观题]<p>设<img width="127" height="40" src="http://file.5any.com/UniversityV4.0/CourseProblem/1a2ddda6/461a6f2c-a19b-4033-9c89-562638bc4d9b/20190112000819421001.png" />,则<img width="50" height="27" src="http://file.5any.com/UniversityV4.0/CourseProblem/1a2ddda6/461a6f2c-a19b-4033-9c89-562638bc4d9b/20190112000819243002.png" />______</p>
正确答案:——<img src="http://file.5any.com/UniversityV4.0/CourseProblem/1a2ddda6/461a6f2c-a19b-4033-9c89-562638bc4d9b/20190112000828840001.png" /><br> </br>——
3.[主观题]<p>设<img width="28" height="21" src="http://file.5any.com/UniversityV4.0/CourseProblem/1a2ddda6/63e61cf0-ff90-437d-8a1f-6484f7b4e7c5/20190109104532297001.png" />定义域为(1,2),则<img width="43" height="21" src="http://file.5any.com/UniversityV4.0/CourseProblem/1a2ddda6/63e61cf0-ff90-437d-8a1f-6484f7b4e7c5/20190109104532970002.png" />的定义域为<span style="background-color: transparent; box-sizing: border-box; color: rgb(51, 51, 51); display: inline; float: none; font-family: "微软雅黑",tahoma,Srial,helvetica,sans-serif; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; -webkit-text-stroke-width: 0px; white-space: normal; word-spacing: 0px;">______ </span>。</p>
正确答案:——(10,100)<br><br> <br> <br></br></br></br></br>——
4.[主观题]<p>函数<img src="http://file.5any.com/UniversityV4.0/CourseProblem/1a2ddda6/88a8c720-93e7-450d-af67-49a30ee261cd/20190118101048726001.png" width="45" height="21" /><img src="http://file.5any.com/UniversityV4.0/CourseProblem/1a2ddda6/88a8c720-93e7-450d-af67-49a30ee261cd/20190118101048894002.png" width="51" height="24" />在上满足罗尔定理的条件,定理中的数值<img src="http://file.5any.com/UniversityV4.0/CourseProblem/1a2ddda6/88a8c720-93e7-450d-af67-49a30ee261cd/20190118101048163003.png" width="9" height="21" />=__________。</p>
正确答案:————
5.[主观题]<p>若<img src="http://file.5any.com/UniversityV4.0/CourseProblem/1a2ddda6/ae8b122e-cc77-4811-92e7-50585528ae65/20181224222126239001.png" />,则<img width="8" height="16" src="http://file.5any.com/UniversityV4.0/CourseProblem/1a2ddda6/ae8b122e-cc77-4811-92e7-50585528ae65/20141210113925556002.gif" />= _______</p> <p></p>
正确答案:————
6.[主观题]<p>设函数<img width="71" height="17" src="http://file.5any.com/UniversityV4.0/CourseProblem/1a2ddda6/cef2583f-fd83-4d4f-a6b2-64991afdc427/20141210143651734001.gif" />,<img width="31" height="16" src="http://file.5any.com/UniversityV4.0/CourseProblem/1a2ddda6/cef2583f-fd83-4d4f-a6b2-64991afdc427/20141210143651631002.gif" /> ______ 。</p>
正确答案:————
7.[主观题]<p>曲线<img width="88" height="24" src="http://file.5any.com/UniversityV4.0/CourseProblem/1a2ddda6/d8c67cb6-03b6-4097-88c7-b74dd76deeeb/20190112001932785001.png" />所围成的图形的面积为______<br> </p></br>
正确答案:————
8.[主观题]<p><img width="98" height="44" src="http://file.5any.com/UniversityV4.0/CourseProblem/1a2ddda6/e535c257-8256-47ec-89fe-73786688a83b/20190112001545854001.png" />______<br> </p></br>
正确答案:————
9.[主观题]<p>不定积分<img width="60" height="29" src="http://file.5any.com/UniversityV4.0/CourseProblem/1a2ddda6/5513a00a-7b8c-4989-9e9d-375a81f9b342/20190115173420925001.png" /> ______</p>
正确答案:————
10.[主观题]<p>函数<img width="79" height="24" src="http://file.5any.com/UniversityV4.0/CourseProblem/1a2ddda6/9c5980ec-ecb0-4f21-885e-bcd4cf14bc2f/20190115231212496001.png" />的单调增加区间是_____</p>
正确答案:————
11.[主观题]<p>求<img src="http://file.5any.com/UniversityV4.0/CourseProblem/1a2ddda6/e70b9399-39f6-4189-b4ec-603858adf15e/20181229231946204001.png" />。<br> </p>
正确答案:————
12.[主观题]<p>计算不定积分<img width="68" height="29" src="http://file.5any.com/UniversityV4.0/CourseProblem/1a2ddda6/e82f524a-f592-4349-943d-156da6f32e92/20190116103135183001.png" />。</p>
正确答案:————
13.[主观题]<p>求函数<img width="62" height="41" src="http://file.5any.com/UniversityV4.0/CourseProblem/1a2ddda6/ee99f286-591f-41a3-ae37-47514ef4c71a/20190119112930345001.png" />的定义域。</p>
正确答案:————
14.[主观题]<p>求函数<img width="98" height="24" src="http://file.5any.com/UniversityV4.0/CourseProblem/1a2ddda6/a16e45c7-c788-4b95-88b5-6e46a17b4d72/20190120112931174001.png" />图形的拐点及凹或凸的区间。</p>
答案联系Q1647861640
正确答案:————
15.[主观题]<p>判断函数<img width="129" height="24" src="http://file.5any.com/UniversityV4.0/CourseProblem/1a2ddda6/9f2a8296-255b-4cca-bf8f-2d04497a3b67/20190119114538520001.png" />的奇偶性。</p>
正确答案:————
16.[主观题]<p>讨论函数<img width="46" height="25" src="http://file.5any.com/UniversityV4.0/CourseProblem/1a2ddda6/d8dd328a-1770-431e-8fb2-1d4865e1ebdc/20190119234225551001.png" />在<img width="34" height="19" src="http://file.5any.com/UniversityV4.0/CourseProblem/1a2ddda6/d8dd328a-1770-431e-8fb2-1d4865e1ebdc/20190119234225682002.png" />点处的连续性和可导性.</p>
正确答案:————
17.[主观题]<p>讨论<img width="137" height="70" src="http://file.5any.com/UniversityV4.0/CourseProblem/1a2ddda6/50f17871-c934-42e9-adff-a51cd23daffd/20190112114603563001.png" />在<img width="37" height="19" src="http://file.5any.com/UniversityV4.0/CourseProblem/1a2ddda6/50f17871-c934-42e9-adff-a51cd23daffd/20190112114603856002.png" />处的连续性与可导性。</p>
正确答案:————
18.[主观题]<p>证明:<img width="90" height="24" src="http://file.5any.com/UniversityV4.0/CourseProblem/1a2ddda6/306cbc4c-c134-4370-adeb-12d0478971d0/20190119113424428001.png" />和<img width="87" height="47" src="http://file.5any.com/UniversityV4.0/CourseProblem/1a2ddda6/306cbc4c-c134-4370-adeb-12d0478971d0/20190119113424664002.png" />互为反函数.</p>
正确答案:————
19.[主观题]<p>如果<img src="http://file.5any.com/UniversityV4.0/CourseProblem/1a2ddda6/d87946d5-bfc6-4fd5-aaf2-2106ad774f12/20181222164744556001.png" />,证明<img width="28" height="14" src="http://file.5any.com/UniversityV4.0/CourseProblem/1a2ddda6/d87946d5-bfc6-4fd5-aaf2-2106ad774f12/20181222164650853001.png" />为偶函数。</p>
正确答案:————
20.[主观题]<p>试证函数<img width="103" height="16" src="http://file.5any.com/UniversityV4.0/CourseProblem/1a2ddda6/7f47ea71-8c9a-460c-ae58-6b7011d98bcb/20141210115453196001.gif" />至少有一个小于1的零点。</p>
正确答案:————
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