《2007-年考研数学二真题及部分答案().pdf》由会员分享,可在线阅读,更多相关《2007-年考研数学二真题及部分答案().pdf(24页珍藏版)》请在taowenge.com淘文阁网|工程机械CAD图纸|机械工程制图|CAD装配图下载|SolidWorks_CaTia_CAD_UG_PROE_设计图分享下载上搜索。
1、2010 年考研数学二真题(强烈推荐)一 填空题(84=32 分)文档编码:CV6V10M1U5T4 HG2W2M6O4Y1 ZU4Q1E1G9V10文档编码:CV6V10M1U5T4 HG2W2M6O4Y1 ZU4Q1E1G9V10文档编码:CV6V10M1U5T4 HG2W2M6O4Y1 ZU4Q1E1G9V10文档编码:CV6V10M1U5T4 HG2W2M6O4Y1 ZU4Q1E1G9V10文档编码:CV6V10M1U5T4 HG2W2M6O4Y1 ZU4Q1E1G9V10文档编码:CV6V10M1U5T4 HG2W2M6O4Y1 ZU4Q1E1G9V10文档编码:CV6V10M1U5
2、T4 HG2W2M6O4Y1 ZU4Q1E1G9V10文档编码:CV6V10M1U5T4 HG2W2M6O4Y1 ZU4Q1E1G9V10文档编码:CV6V10M1U5T4 HG2W2M6O4Y1 ZU4Q1E1G9V10文档编码:CV6V10M1U5T4 HG2W2M6O4Y1 ZU4Q1E1G9V10文档编码:CV6V10M1U5T4 HG2W2M6O4Y1 ZU4Q1E1G9V10文档编码:CV6V10M1U5T4 HG2W2M6O4Y1 ZU4Q1E1G9V10文档编码:CV6V10M1U5T4 HG2W2M6O4Y1 ZU4Q1E1G9V10文档编码:CV6V10M1U5T4 HG2
3、W2M6O4Y1 ZU4Q1E1G9V10文档编码:CV6V10M1U5T4 HG2W2M6O4Y1 ZU4Q1E1G9V10文档编码:CV6V10M1U5T4 HG2W2M6O4Y1 ZU4Q1E1G9V10文档编码:CV6V10M1U5T4 HG2W2M6O4Y1 ZU4Q1E1G9V10文档编码:CV6V10M1U5T4 HG2W2M6O4Y1 ZU4Q1E1G9V10文档编码:CV6V10M1U5T4 HG2W2M6O4Y1 ZU4Q1E1G9V10文档编码:CV6V10M1U5T4 HG2W2M6O4Y1 ZU4Q1E1G9V10文档编码:CV6V10M1U5T4 HG2W2M6O4
4、Y1 ZU4Q1E1G9V10文档编码:CV6V10M1U5T4 HG2W2M6O4Y1 ZU4Q1E1G9V10文档编码:CV6V10M1U5T4 HG2W2M6O4Y1 ZU4Q1E1G9V10文档编码:CV6V10M1U5T4 HG2W2M6O4Y1 ZU4Q1E1G9V10文档编码:CV6V10M1U5T4 HG2W2M6O4Y1 ZU4Q1E1G9V10文档编码:CV6V10M1U5T4 HG2W2M6O4Y1 ZU4Q1E1G9V10文档编码:CV6V10M1U5T4 HG2W2M6O4Y1 ZU4Q1E1G9V10文档编码:CV6V10M1U5T4 HG2W2M6O4Y1 ZU4
5、Q1E1G9V10文档编码:CV6V10M1U5T4 HG2W2M6O4Y1 ZU4Q1E1G9V10文档编码:CV6V10M1U5T4 HG2W2M6O4Y1 ZU4Q1E1G9V10文档编码:CV6V10M1U5T4 HG2W2M6O4Y1 ZU4Q1E1G9V10文档编码:CV6V10M1U5T4 HG2W2M6O4Y1 ZU4Q1E1G9V10文档编码:CV6V10M1U5T4 HG2W2M6O4Y1 ZU4Q1E1G9V10文档编码:CV6V10M1U5T4 HG2W2M6O4Y1 ZU4Q1E1G9V10文档编码:CV6V10M1U5T4 HG2W2M6O4Y1 ZU4Q1E1G9
6、V10文档编码:CV6V10M1U5T4 HG2W2M6O4Y1 ZU4Q1E1G9V10文档编码:CV6V10M1U5T4 HG2W2M6O4Y1 ZU4Q1E1G9V10文档编码:CV6V10M1U5T4 HG2W2M6O4Y1 ZU4Q1E1G9V10文档编码:CV6V10M1U5T4 HG2W2M6O4Y1 ZU4Q1E1G9V10文档编码:CV6V10M1U5T4 HG2W2M6O4Y1 ZU4Q1E1G9V10文档编码:CV6V10M1U5T4 HG2W2M6O4Y1 ZU4Q1E1G9V10文档编码:CV6V10M1U5T4 HG2W2M6O4Y1 ZU4Q1E1G9V10文档编
7、码:CV6V10M1U5T4 HG2W2M6O4Y1 ZU4Q1E1G9V10文档编码:CV6V10M1U5T4 HG2W2M6O4Y1 ZU4Q1E1G9V10文档编码:CV6V10M1U5T4 HG2W2M6O4Y1 ZU4Q1E1G9V10文档编码:CV6V10M1U5T4 HG2W2M6O4Y1 ZU4Q1E1G9V10文档编码:CV6V10M1U5T4 HG2W2M6O4Y1 ZU4Q1E1G9V10文档编码:CV6V10M1U5T4 HG2W2M6O4Y1 ZU4Q1E1G9V10文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:
8、CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6
9、M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB
10、10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8
11、Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10
12、K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1
13、 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2
14、C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 Z
15、K5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P92009年全国硕士研究生入学统一考试数学二试题一、选择题:18 小题,每小题 8 分,共 32 分,下列每小题给出的四个选项中,只有一项符合题目要求,把所选项前的字母填在题后的括号内。(1)函数3()sinxxf xnx与2()ln(1)g xxbx是等价无穷小,则()(A)1(B)2(C)3(D)无穷多个(2)当0 x时,()sinf xxax与2()ln(1)g xxbx是等价无穷小,则()(A)11,6ab(B)11,6ab(C)11,6ab(D)11,6ab(3)设函数(,
16、)zf x y的全微分为dzxdxydy,则点(0,0)()(A)不是(,)f x y的连续点(B)不是(,)fx y的极值点(C)是(,)f x y的极大值点(D)是(,)fx y的极小值点(4)设函数(,)f x y连续,则222411(,)(,)yxydxf x y dydyf x y dx=()(A)2411(,)ydxf x y dy(B)241(,)xxdxf x y dy(C)2411(,)ydxf x y dx(D)221(,)ydxf x y dx(5)若()fx不变号,且曲线()yf x在点(1,1)的曲率圆为222xy,则()f x在区间(1,2)内()(A)有极值点,无
17、零点(B)无极值点,有零点(C)有极值点,有零点(D)无极值点,无零点(6)设函数()yf x在区间-1,3 上的图形为则函数0()()xF xf t dt为()文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 Z
18、K5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7
19、A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5
20、F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A1
21、0Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4
22、K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y
23、10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1
24、B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9(7)设、B 均为 2 阶矩阵,,A B分别为 A、B 的伴随矩阵。若|A|=2,|B|=3,则分块矩阵00AB的伴随矩阵为()(A)0320BA(B)0230BA(C)0320AB(D)0230AB(8)设 A,P 均为
25、 3 阶矩阵,TP为 P 的转置矩阵,且TPA1 0 00 1 00 0 2,若1231223(,),(,)PQ,则TQ AQ为()()2 1 01()1 1 01 2 00 0()2 0 00 1()1 0 00 2 00 0 2二、填空题:9-14 小题,每小题4 分,共 24 分,请将答案写在答题纸指定位置上。(9)曲线21022ln(2)tuxeduytt在(0,0)处的切线方程为_(10)已知|1k xedx,则 k=_ 文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK
26、5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A
27、10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F
28、4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10
29、Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K
30、1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y1
31、0 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B
32、10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10
33、HE10V10J6M8Z1 ZK5F4K1B10P9(11)10limsinxnenxdx=_(12)设()yy x是方程1yxyex确定的隐函数,则202|xdydx=_(13)函数2xyx在区间(0,1上的最小值为_(14)设,为 3 维列向量,T为的转置,若T相似于2 0 00 0 00 0 0,则T=_ 三、解答题:15-23 小题,共94 分。请将解答写在答题纸指定的位置上。解答应写出文字说明、证明过程或演算步骤。(15)(本题满分9 分)求极限40(1cos)ln(1tan)limsinxxxxx(16)(本题满分10 分)计算不定积分1ln(1)(0)xdx xx(17)(本题满
34、分10 分)设(,)zfxy xy xy,其中f具有 2 阶连续偏导数,求dz与2zx y(18)(本题满分10 分)设非负函数y=y(x)(x0),满足微分方程20 xyy,当曲线y=y(x)过原点时,其与直线x=1 及 y=0 围成平面区域的面积为2,求 D 绕 y 轴旋转所得旋转体体积。(19)(本题满分10 分)求二重积分()Dxy dxdy,其中22(,)|(1)(1)2,Dx yxyyx(20)(本题满分12 分)设 y=y(x)是区间(,)内过点(,)22的光滑曲线,当0 x时,曲线上任一点处的发现都过原点,当0 x时,函数y(x)满足0yyx。求 y(x)的表达式。(21)(本
35、题满分11 分)(I)证明拉格朗日中值定理:若函数()f x在a,b上连续,在(a,b)可导,则存在(,)a b,使得()()()()f bf afba。(II)证明:若函数()f x在x=0 处连续,在(0,)(0)内可导,且0lim()xfxA则(0)f文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1
36、 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2
37、C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 Z
38、K5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7
39、A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5
40、F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A1
41、0Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4
42、K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9存在,且(0)fA。(22)(本题满分11 分)设11111111,10422A(I)求满足22131,AA的所有向量23,;
43、(II)对(I)中的任一向量23,,证明:123,线性无关。(23)(本题满分11 分)设二次型2221231231323(,)(1)22f x x xaxaxaxx xx x(I)求二次型f的矩阵的所有特征值;(II)若二次型f的规范形为2212yy,求 a 的值。2008 考研数学二真题一、选择题:(本题共 8 小题,每小题 4 分,共 32分.每小题给出的四个选项中,只有一项符合题目要求,把所选项前的字母填在题后的括号内)(1)设2()(1)(2)f xxxx,则()fx的零点个数为()(A)0.(B)1.(C)2.(D)3(2)曲线方程为()yf x,函数在区间0,a上有连续导数,则定
44、积分0()axfx dx 在几何上表示()(A)曲边梯形ABOD的面积(B)梯形ABOD的面积(C)曲边三角形ACD面积(D)三角形ACD面积(3)在下列微分方程中,以123cos2sin2xyC eCxCx(123,C C C 为任意的常数)为通解的是()(A)440yyyy.(B)440yyyy.(C)440yyyy.(D)440yyyy.(4)判定函数ln|()sin|1|xf xxx间断点的情况()(A)有 1 可去间断点,1 跳跃间断点(B)有 1 跳跃间断点,1 无穷间断点(C)有 2 个无穷间断点.(D)有 2 个跳跃间断点.(5)设函数()f x在(,)内单调有界,nx为数列,
45、下列命题正确的是()(A)若 nx收敛,则()nf x收敛(B)若nx单调,则()nf x收敛文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE1
46、0V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文
47、档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V
48、10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编
49、码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10
50、J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码:CB10K2C7A10Y10 HE10V10J6M8Z1 ZK5F4K1B10P9文档编码: