西南大学19春[0135]数学物理方法在线作业
01351.[单项选择题]可以用分离变量法求解定解问题的必要条件是
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A.初始条件和边界条件为齐次
B.泛定方程和初始条件为齐次
C.泛定方程和边界条件为齐次
D.泛定方程、初始条件和边界条件为齐次
正确答案:C
2.[单项选择题]
A.孤立奇点
B.以上都不对
C.解析点
D.非孤立奇点
正确答案:D
3.[单项选择题]
A.<imgsrc="/resourcefile/uploadFiles/file/questionImgs/201608261472182323016034080.jpg"title="201608261472182323016034080.jpg"alt="1b.jpg"/>
B.<imgsrc="/resourcefile/uploadFiles/file/questionImgs/201608261472182340423054170.jpg"title="201608261472182340423054170.jpg"alt="1d.jpg"/>
C.<imgsrc="/resourcefile/uploadFiles/file/questionImgs/201608261472182313860098632.jpg"title="201608261472182313860098632.jpg"alt="1a.jpg"/>
D.<imgsrc="/resourcefile/uploadFiles/file/questionImgs/201608261472182332883015494.jpg"title="201608261472182332883015494.jpg"alt="1c.jpg"/>
正确答案:C
4.[单项选择题]积分
A.C.<imgclass="kfformula"src="data:image/png;base64,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"data-latex="\sin{1-\cos{1}}"/>
B.<imgclass="kfformula"src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAA0CAYAAAANODN4AAAEzElEQVR4Xu2bSahcRRSGvziPSIwBZ3GhMaAhYhzACSdUHDGGJKiIZuGILoIiKoozDqjgQgU3zrOCLjQRQeMEoiiKC3Eh7hQXiqLiLL/vFBSXTro773VXV73/LvtW3Tr1n+/WGe57c/BlBQoqMKfg2l7aCmAADUFRBQxgUfm9uAE0A0UVMIBF5ffiBtAMFFXAABaV34sbQDNQVAEDWFR+L24AzUBRBQxgUfm9uAE0A0UVMIBF5ffiBtAMFFXAABaV34sbQDNQVAEDWFR+L24ApxjYBbgJeBR4b0Kx2BS4ErgQuGhEdo5dh9kM4D7AcmBPYAvgfOCIETl2JpgeFYBFdZjNAOZQHA68O+EAzgTE/Z4xdh0M4JRLxi58PxIK3R+7DgbQABaNBKUA3BI4FVgCvA/sBvwMvAD83nn7NfYUYCHwMbAf8BvwBPBLZ+wBwEnA58DfwGLgH2Az4M4NnCpjf/M3wu6tgUOBC4DXgaezZ8wFTgbOAG4GlNdtB/wFnAXcD3wA/NvnZB27DiUA3Ba4FtgKuD5gki4C7CjgkYBHv2mswBGkEjwJeDRwSVSF34WoEv1S4Ebgp/hN4F0D///33y0TCuCgduslVKG0DDgXeDL2I9D0+2nArsArwFpgXdwXmNJkJfC1AYQVAaAE+SIEUYWnN/vsaDF8E9BcARwEXBYnZNJP4wWUqtfr4tRURSuI1U7J3/TDgOOBWycUwGHsXgA8C9ydAZi2lU4v6SINFAF0pTlXAW/MdgB3iBPuxzi9fs0AFEgKmepxfQ/sBTwVYfm+HsKdDjwUb75C83EBmaD9KINwjygynplQAIexexAAFYZ1CqZrQ3O6kjQfgpW/PQc83yckShiF47c74SYXLIml8PNYhOvbAuw3Iwy9BXwK/DFpb35mj9KMQe0eBMBuL9MAZmInaG4YAMBzotDI851eAObPUs6nRF35koqRAwPEy4GvpnkCHgK8BuzYB+Zet8+Lvaxv6qB2G8CNED+fsihCqkJrN1frPvqEgKcfgBcDDwP7R56o/DFduwO3Rz4kCLtVczd/KvElZBi7DeA0AdwJeDxyvG5hoUerqFCBoTZLEltJ9x091lXyrtzwTOBDQCem2g4an197Aw8Aq4Ev12P/2HOfzI5h7DaA0wRQ01cFDKqGP+s8T4XFtwGUQLwaODjm/JCNVW/wLmCTGCNg5UiFSc3Je4nzgHsBher8dOwVzkucgMPYbQBnAMCUdG8esKSwqHCpNsyDGUDzgXuifaCwraayenrHAKp21VpIuZ0cqWReRYmKl3QdGwWN2jA6IXtdpU/AQe02gDMAoB6RvoSoP6felPp22wAvZY3ptFT6ErIv8El0+f/s8SVEfUUBpnsqFHTaqS/Ya6yevTNTPcntAeWbRwLvhD36KqO2jU7jUV+D2K3UZGnYqX7pGuDV+PMx2ac8+cRIR9RheBl4McZrnuaoI6A5epHzfRXVocSXkFE71M+vSAEDWJGzWjTVALbo1Yr2ZAArclaLphrAFr1a0Z4MYEXOatFUA9iiVyvakwGsyFktmmoAW/RqRXsygBU5q0VTDWCLXq1oTwawIme1aKoBbNGrFe3JAFbkrBZNNYAterWiPRnAipzVoqkGsEWvVrQnA1iRs1o09T8+BEVEQ80q3wAAAABJRU5ErkJggg=="data-latex="\cos{1-\sin{1}}"/>
C.<imgclass="kfformula"src="data:image/png;base64,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"data-latex="\frac{1}{2}(1-\cos{1})"/>
D.0
5.[单项选择题]本征值问题的本征函数为
A.<imgclass="kfformula"src="data:image/png;base64,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"data-latex="{P}_{n}(x)"/>
B.<imgclass="kfformula"src="data:image/png;base64,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"data-latex="\sin{nx}"/>
C.<imgclass="kfformula"src="data:image/png;base64,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"data-latex="\cos{nx}"/>
D.<imgclass="kfformula"src="data:image/png;base64,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"data-latex="a\cos{nx+b\sin{nx}}"/>
6.[单项选择题]
A.与积分路径有关，但与端点坐标无关
B.与积分路径无关，但与端点坐标有关
C.与积分路径及端点坐标有关
D.与积分路径及端点坐标无关
7.[单项选择题]
A.<imgsrc="/resourcefile/uploadFiles/file/questionImgs/201608261472181577547007300.jpg"title="201608261472181577547007300.jpg"alt="11b.jpg"width="99"height="65"style="width:99px;height:65px;"/>
B.<imgsrc="/resourcefile/uploadFiles/file/questionImgs/201608261472181600454008632.jpg"title="201608261472181600454008632.jpg"alt="11d.jpg"width="123"height="62"style="width:123px;height:62px;"/>
C.<imgsrc="/resourcefile/uploadFiles/file/questionImgs/201608261472181569088096846.jpg"title="201608261472181569088096846.jpg"alt="11a.jpg"width="103"height="55"style="width:103px;height:55px;"/>
D.<imgsrc="/resourcefile/uploadFiles/file/questionImgs/201608261472181588637001810.jpg"title="201608261472181588637001810.jpg"alt="11c.jpg"width="146"height="64"style="width:146px;height:64px;"/>
8.[单项选择题]是下列哪一个方程的解
A.F.
B.
C.
D.<imgclass="kfformula"src="data:image/png;base64,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"data-latex="(1-{x}^{2})y''-2xy'+5y=0"/>
9.[单项选择题]函数f(x)以b为中心的罗朗（Laurent）展开的系数公式为
A.<imgsrc="/resourcefile/uploadFiles/file/questionImgs/201608261472181418550094933.jpg"title="201608261472181418550094933.jpg"alt="b.jpg"/>
B.<imgsrc="/resourcefile/uploadFiles/file/questionImgs/201608261472181426172025634.jpg"title="201608261472181426172025634.jpg"alt="c.jpg"/>
C.<imgsrc="/resourcefile/uploadFiles/file/questionImgs/201608261472181433834002808.jpg"title="201608261472181433834002808.jpg"alt="d.jpg"/>
D.<imgsrc="/resourcefile/uploadFiles/file/questionImgs/201608261472181409186061491.jpg"title="201608261472181409186061491.jpg"alt="a.jpg"/>
10.[单项选择题]下列公式正确的是
A.E.
B.
C.
D.
11.[单项选择题]积分
A.A.0
B.1
C.3
D.2
12.[单项选择题]积分
A.-0.5
B.1
C.0
D.0.5
13.[单项选择题]设，则
A.<imgclass="kfformula"src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAIcAAAArCAYAAABSOZufAAAFZ0lEQVR4Xu2ZZcgtVRSGn6tiouIVLMQWEQOxEBXFxq5rJyjYiNiKjY0d+MNCMbHF/iGC+kdUVCwUROxG7JYH1obNcM49Z84331yY2Rsul29mdqx3vftdcWZQRkFgCAIzCjIFgWEIFHIUbgxFoJCjkKOQo3CgPgJFOepj1psZhRy9cXV9Qws56mPWmxmFHL1xdX1DCznqY9abGYUcvXF1fUMLOepj1psZhRy9cXV9Qws56mPWmxmFHL1xdX1DCznqY9abGYUcvXF1fUMLOepj1psZc4IcKwCHA58C8wCfAd8DSwIPAX9n6G8KbA+sCFwLvAEcBswbcz8H7q3MSdPnA3YC1gfeApYGngE2iX2+qXh5KeBCYC/gGuAS4BdgbWBH4DLgnxaYMRewKOD/sxt/AD9P53naJsdmwFnAacCrgPufAFwB3AkcA/wUBuvMQ4Gr4nvnSoZbgVeACwDJsy/wYQWkhYFLgY9jbQm3IfBIADoLeDObswhwHbAA8Ens6xkl3pnALcAH0+mIWHvduAQSeNS4CTgpCDzq24net0mO1YHbgOuBu4D/4sQC8WKQxpubnu8S758IIhwLHAncAywba6kIZwC/ZdarGK6zHHAE8EO8Wzz2lSgHZc99vRWwVjjmX2AlYItQjPuDJFWAtwZOngh1eDpw+CubLz4S8WrgNWBVYM8g+YLxzktUVbwJjzB6Wlvk8EaqACsDBwNfZEeTBI8CuwKPxfO5gVOBB4EvgZsBnxlSkrOHWaejH47bb5hKY3ngbuCFIGIeIjyff/8ZH4vLdoBzVI081I1Gtf4X7n82cAfwbkw/IFRUTDzHUcD5wK/1l59sRlvkSJJ+e8UxOtzwYG6wN/BeZoa35XdgTeCBAC5XlkEWJxJuBOwDvJ99ZFiSGAeGggxDTEx2A5ZoiRiewz1VPO11aMdFoY6GP8++JXBepqyTebzGrLbIYV5xZUUdPKaJl6rgMEn9ccDZk7JsCzw3wrZVIgS8U8lfnGaIORGo5hv5kiaBktRhODHEzImxRoSs4wMT1Vb18CK1Ntogx/yRFG4zwDFWAqqCcj/oViRl2WGAEgwCScV4NoiYr5fOYC5hvvHtgMlWTvtFTLeqSblPa86IjVKSrnImpTSJd3SOHHm+sX8locrzjceB44Ans+ojKYsJZ17JDHNYSm4PiTCUvlsmQsnrUfmk3CK9lxjmM4YhQ08ihuQ0h3l5QNnYdEKazmKVZu5h6axSJvzMNaygqmefNvK2oRzuYRZu2WmS9V1Ys1Akqd52pdwk9ZQAJYWXpCxWORePgcJqwH3A5ZW8wpCkQlnxCHw+JIaktIfyfEUxNo94b/xvo8fhufYIHFSxjzJyWG0NC71jQFP/kzbI4alsRFnCejvfjuRLRxlqbD6ZPKoSGwA3Zg7yub2GcfIN90llrLfMsKJD1wNuiNJ25+ivJKS03z7JOtE7UcnsZ3g7bbx5iz2nvY82xmKRBH8d/R8V0zOeA6i6s8uXGj9fW+RwH/sGgm8NL/A63c7ouVGumgxKjLyO1zF2J22GfTWm9TMrIcg9No4yuhrWDENWUjbALFdVHonkM5VGp7RFDM1TKc2/TgcMs2lIavMPy9mXxsRhyp+1RY4pH3QKC4zKN6awdLen9oEcqsNTIdM2tMoYE4GukEM7zE/M8G2xW/E4THp9ZmvaEtYf+coYE4GukCP1MVQJG0Z2Fa1CbHrtHjmIP/SVUQOBrpBDk610jgbsjvrPKsVk1B/qUvlcA5ryaZfIUbzZMAKFHA0D2qXlCjm65M2GbSnkaBjQLi1XyNElbzZsSyFHw4B2ablCji55s2FbCjkaBrRLyxVydMmbDdvyPzF7BTvKEUWHAAAAAElFTkSuQmCC"data-latex="argz=\pi"/>
B.<imgclass="kfformula"src="data:image/png;base64,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"data-latex="Imz=0"/>
C.<imgclass="kfformula"src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAIAAAAArCAYAAACw5YDmAAAFBElEQVR4Xu2ad8h/cxTHXz97ZJPsUlYyimRk7z/M7JWyyU6Rkb0K2SOyNxGSEYVkhPCPWYiMkJA9e9W59el2v77P53l87617P59/nqfn3nM/n3PO+5zzPufzzKKsQVtg1qC1L8pTADBwEBQAFAAM3AIDV79kgAKAgVtg4OqXDFAAMHALDFz9kgEKAAZugYGrXzJAAUDrFpgT2BVYF9gdWAF4Enge+AtYAFgR+BG4BXgF+Lv1Uw5kwy4zwHzA5cCewPbAi4nNPZcAuRJ4GTgV+GkgPmlVzS4BsDRwZ2i7L/B5TXPPdjxwCXAwcFOrlhnIZl0CYH3gKeBe4Fjg5wabC4w7gGuAE4FfB+KX1tTsEgCHAdcBJwCXjdDYDHBpPD8Z+L01ywxko64AMBdwYaT4bYCnG+wtGbwa2BnYBXhmID5pVc2uALAEcBfgT0ngew1aC4wHgPOCB/zZ8M78Ib8k8CGwHvBgEMf66wLKLHI0cH/8/jWwDHBU7NMG0dTmCwJzjPG0+v4A/DNJRHQFgHWAR4P5S/C+r3UAG0bavxW4EfitwQhyCLPIRcATYahFgDPj718kMhr7LMB934ysIlDODUDYgaRdyKRsbstruTOjjVuPAwcCgnRiqysAVOTu7mD39v+uVYDNgNejQ0idmBphE+AG4FrgiiRKbC119PWRESqZ1YG9I8p/AcwYWwJbAe8Ez6jOUMn47KRpWl5AXgX8kci7p2A18z0LLBwlUBBLgM1OgvLdae45LbEuADA7cA5wCrAT8EicfDZgpUj3XyUpuq6YUa6Dlw+nfpS8sGZEjXMDHV0tOYf7pn8zGwgCecakU797Hwe8BjwXh9ooZh3OQhYK4FruJhrxdWN2AQAdeHs4cI8GxFvHH47UbzTXI3PraB9NpUaNtXIxYNtwqCXgkzHhsAGweQyiJu386ijzRCmzpmt3QeqUUwK8KnAocNqIdnha0T0VoS4AYJRK7t6KAU9a/6sy4GzgS8BS8W1NkdOBs4EzgBfimRnDQdI40qS+mwKewSzSxC2mYreZvrMUcHE4XLBa0vaJkpBmqZnuM1a+CwDI+u8BLgB05qgIl/zVB0TzBonaEdghuMJYJeMFdTVL2HnIPZq6iql+a6bveRdil+OcQ4cL9I2HAIBR9b8yaDr+NcLlCumq5gdb/Ef72OQcv+s8YW7gvtrlkob/IDJOKvt/k8Dq27auEkTvOMxCLgPBrFTviGYKtLHybWcAyY6RvRawG/B27YTVc58dnhhIwvdd3BAeFJmhiT/Y7tnnv5TMAtRxryCBMvD0ZnE14JBwQFtcQI5zG3AA8GoCgO2iDIzjL2OdmvNC2wCo6v/7wP7h1PS81fTPZ/tFKyhpPDJuBq3xtlNGjsOc6jLJbxhZvieovGOoBijWfFPsY1E25AteNS8OOG84ogGIOTbMedcMZO1fOfT/JoQFgzOPUVPRnD2y3m0DAKZ97/fte9cGFo26/wagMwRD2i+vARwTrZn/J+DwxK5AUlit5cJxnwEfh0E/DUYtSKplW+kw5fz4nuDxdlFAPBRk0sFQW2vZ+B8H9bH9rEBqS3pzlDyB3dpqAwCtKVM2yrdAAUC+zXolUQDQK3fmK1MAkG+zXkkUAPTKnfnKFADk26xXEgUAvXJnvjIFAPk265VEAUCv3JmvTAFAvs16JVEA0Ct35itTAJBvs15JFAD0yp35yhQA5NusVxL/AiWb7iweoxzkAAAAAElFTkSuQmCC"data-latex="Rez=\pi"/>
D.<imgclass="kfformula"src="data:image/png;base64,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"data-latex="|z|=0"/>
14.[单项选择题]为的
A.一阶极点
B.二阶极点
C.可去奇点
D.本性奇点
15.[单项选择题]积分
A.B.3
B.1
C.2
D.0
16.[单项选择题]为的
A.一阶极点
B.本性奇点
C.可去奇点
D.二阶极点
17.[单项选择题]
A.复连通闭区域
B.单连通闭区域
C.单连通开区域
D.复连通开区域
18.[单项选择题]在的留数为
A.D.<imgclass="kfformula"src="data:image/png;base64,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"data-latex="n"/>
B.<imgclass="kfformula"src="data:image/png;base64,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"data-latex="\frac{1}{n!}"/>
C.<imgclass="kfformula"src="data:image/png;base64,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"data-latex="\frac{1}{n}"/>
D.<imgclass="kfformula"src="data:image/png;base64,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"data-latex="{(-1)}^{n}"/>
19.[单项选择题]
A.非孤立奇点
B.孤立奇点
C.解析点
D.以上都不对
20.[单项选择题]
A.复连通开区域
B.单连通开区域
C.单连通闭区域
D.复连通闭区域
21.[判断题]
A.正确
B.错误
22.[判断题]复数的模和辐角都为零.
A.正确
B.错误
23.[判断题]柯西一黎曼条件是复变函数可导的充分条件。
A.正确
B.错误
24.[判断题]方程的解为.
A.正确
B.错误
25.[判断题]得到解为
A.正确
B.错误
26.[判断题]设的傅里叶变换的像函数是，则的傅里叶变换的像函数是。
A.正确
B.错误
27.[判断题]得
A.正确
B.错误
28.[判断题]设的拉普拉斯变换的像函数是，则的拉普拉斯变换的像函数是。
A.正确
B.错误
29.[判断题]在复数范围内，。
A.正确
B.错误
30.[判断题] 奥鹏作业答案可以联系QQ 761296021
A.正确
B.错误
31.[判断题]
A.正确
B.错误
32.[判断题]若实变函数在处连续，则函数在处连续．
A.正确
B.错误
33.[判断题]若实变函数，在处可微，则函数在处可微．
A.正确
B.错误
34.[判断题]三维拉普拉斯方程球内问题的解为
A.正确
B.错误
35.[判断题]若函数在处可导，则在的邻域内一定能展开为泰勒级数．
A.正确
B.错误
36.[判断题]在复数范围内，指数函数是一个单值函数。
A.正确
B.错误
37.[判断题]若函数在处可导，则称在处解析．
A.正确
B.错误
38.[判断题]三维拉普拉斯方程球内问题的解为
A.正确
B.错误
39.[判断题]二维拉普拉斯方程圆内问题的解为
A.正确
B.错误
40.[判断题]在复数域指数函数是一个周期函数。
A.正确
B.错误
41.[主观题]
42.[主观题]
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51.[主观题]
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53.[主观题]
54.[主观题]
55.[主观题]
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