《经济数学基础》形成性考核作业册答案.pdf
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1、1/15 经济数学基础形成性考核册及参考答案经济数学基础 作业 1(一)填空题1.答案:0 2.答案:1 3.答案:2121xy4.答案:x25.设xxxfsin)(,则_)2(f.答案:2(二)单项选择题1.函数212xxxy的连续区间是()答案:D A),1()1,(B),2()2,(C),1()1,2()2,(D),2()2,(或),1()1,(2.下列极限计算正确的是()答案:B A.1lim0 xxx B.1lim0 xxxC.11sinlim0 xxx D.1sinlimxxx3.设yxlg2,则dy()答案:B A12dxxB1dxxln10Cln10 xxdD1dxx4.若函数
2、 f(x)在点 x0处可导,则()是错误的答案:B A函数 f(x)在点 x0处有定义 BAxfxx)(lim0,但)(0 xfA C函数 f(x)在点 x0处连续 D函数 f(x)在点 x0处可微5.当0 x时,下列变量是无穷小量的是().答案:C Ax2 Bxxsin C)1ln(x Dxcos(三)解答题1计算极限(1)123lim221xxxx)1)(1()1)(2(lim1xxxxx=)1(2lim1xxx=21(2)8665lim222xxxxx=)4)(2()3)(2(lim2xxxxx=)4(3lim2xxx=212/15(3)xxx11lim0=)11()11)(11(lim
3、0 xxxxx=)11(lim0 xxxx=21)11(1lim0 xx(4)42353lim22xxxxx31423531lim22xxxxx(5)xxx5sin3sinlim0535sin33sin5lim0 xxxxx=53(6))2sin(4lim22xxx4)2sin()2)(2(lim2xxxx2设函数0sin0,0,1sin)(xxxxaxbxxxf,问:(1)当ba,为何值时,)(xf在0 x处有极限存在?(2)当ba,为何值时,)(xf在0 x处连续.答案:(1)当1b,a任意时,)(xf在0 x处有极限存在;(2)当1ba时,)(xf在0 x处连续。3计算下列函数的导数或微
4、分:(1)2222log2xxyx,求y答案:2ln12ln22xxyx(2)dcxbaxy,求y答案:y=2)()()(dcxbaxcdcxa2)(dcxcbad(3)531xy,求y答案:531xy=21)53(x3)53(23xy(4)xxxye,求y答案:xxxye)1(21(5)bxyaxsine,求yd答案:)(sinesin)e(bxbxyaxaxbbxbxaaxaxcosesine文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5
5、E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5
6、文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5
7、E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5
8、文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5
9、E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5
10、文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5
11、E8I1Q4I4 ZI5X4M2G6T53/15)cossin(ebxbbxaaxdxbxbbxadyax)cossin(e(6)xxyx1e,求yd答案:ydxxxxde)123(12(7)2ecosxxy,求yd答案:ydxxxxxd)2sine2(2(8)nxxynsinsin,求y答案:y=xxnncossin1+nxncos=)coscos(sin1nxxxnn9y)1(1122xxxx)2)1(211(112122xxxx)11(1122xxxx211x(10)xxxyx212321cot,求y答案:652321cot61211sin2ln2xxxxyx4.下列各方程中y是x的隐函
12、数,试求y或yd(1)1322xxyyx,求yd答案:解:方程两边关于X 求导:0322yxyyyx32)2(xyyxy,xxyxyyd223d(2)xeyxxy4)sin(,求y答案:解:方程两边关于X 求导4)()1)(cos(yxyeyyxxy)cos(4)(cos(yxyeyxeyxxyxy)cos(e)cos(e4yxxyxyyxyxy5求下列函数的二阶导数:(1))1ln(2xy,求y答案:222)1(22xxy(2)xxy1,求y及)1(y答案:23254143xxy,1)1(y文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I
13、9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI
14、5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I
15、9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI
16、5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I
17、9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI
18、5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I
19、9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T54/15 经济数学基础 作业 2(一)填空题1.若cxxxfx22d)(,则_)(xf.答案:22ln2x2.xx d)sin(_.答案:cxsin3.若cxFxxf)(d)(,则xxxfd)1(2.答案:cxF)1(2124.设函数_d)1ln(dde12xxx.答案:0 5.若ttxPxd11)(02,则_)(xP.答案:211x(二)单项选择题1.下列函数中,()是xsinx2的原函数A21cosx2B2cosx2C-2cosx2D-21cosx2答案
20、:D 2.下列等式成立的是()A)d(cosdsinxxxB)1d(dlnxxxC)d(22ln1d2xxx Dxxxdd1答案:C 3.下列不定积分中,常用分部积分法计算的是()Axxc1)dos(2,Bxxxd12Cxxxd2sinDxxxd12答案:C 4.下列定积分计算正确的是()A2d211xxB15d161xC0)d(32xxxD0dsinxx答案:D 5.下列无穷积分中收敛的是()A1d1xx B12d1xx C0dexx D1dsinxx答案:B(三)解答题1.计算下列不定积分文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I
21、9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI
22、5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I
23、9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI
24、5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I
25、9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI5X4M2G6T5文档编码:CP3I1I9P2O4 HM5E8I1Q4I4 ZI
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