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2014年高一数学必修1第一章测试题及标准答案.pdf

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1、2014级高一数学第一章单元测试卷（第 I 卷）一选择题(本大题共 10 小题，第小题5 分，共 50 分在每小题给出的四个选项中，只有一项符是合题目要求的)1设集合1xQxA，则（）AA B2AC2AD2A2已知集合 A 到 B 的映射 f：xy=2x+1，那么集合 A 中元素 2在 B 中对应的元素是：（）A、2 B、6 C、5 D、8 3设集合|12,|.AxxBx xa若,AB则a的范围是()A2a B1a C1a D2a4函数1)2(xky在实数集上是减函数，则k 的范围是（）A2kB2kC2kD2k5全集 U 0,1,3,5,6,8,集合 A 1，5,8,B=2,则U(C)AB（）

2、A B 0,3,6 C 2,1,5,8 D0,2,3,6 6下列各组函数中，表示同一函数的是（）A0,xyxyxB1,112xyxxyC2,yx yxD2)(|,|xyxy7下列函数是奇函数的是（）A21xy B322xy Cxy D)1,1(,2xxy8若奇函数xf在3,1上为增函数，且有最小值0，则它在1,3上（）A.是减函数，有最小值0 B.是增函数，有最小值0 C.是减函数，有最大值0 D.是增函数，有最大值0 9设集合22xxM，20yyN，给出下列四个图形，其中能表示以集合M为定义域，N为值域的函数关系的是（）10、已知f（x）=g（x）+2，且 g(x)为奇函数，若f（2）=3，

3、则 f（-2）=（）A 0 B-3 C1 D3（第 II 卷）二填空题（本大题共5 小题，每小题 5 分，共 25分）11.已知集合4|3AxNZx，则用列举法表示集合A=.12.已知25(1)()21(1)xxf xxx，则(1)ff.13.函数26yxx 的减区间是.14设偶函数f（x）的定义域为R，当0,)x时 f（x）是增函数，则(2),(),(3)fff的大小关系是15.定义在R 上的奇函数()f x,当0 x时,()2f x；则奇函数()f x的值域是三、解答题：（本大题共6 小题，共75 分题解答应写出文字说明，证明过程或演算步骤）16.（12分）设,1,05,UUR Ax xB

4、xxC AB求和UAC B.17.（12 分）求下列函数的定义域文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5

5、 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3

6、F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5

7、 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3

8、F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5

9、 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3

10、F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9（1）21)(xxxf（2）321)(xxxf18.（12 分）已知集合23,1,|20ABx xaxb，且AB，求实数 a 与 b 的值.19（12分）已知函数1)(xxxf，(1,4)x，求函数的最大值和最小值.（提示：先用定义判断函数的单调性，再求最值）20.（13分）已知函数)(xf是奇

11、函数，且当 x0 时，12)(2xxxf，求)(xf在 R上的表达式 21.(14 分)已知函数cxaxxf4)(2是奇函数，且5)1(f（1）求)(xf的解读式；（2）判断函数)(xf在2,0上的单调性，并加以证明（3）函数()f x在02-，上是单调增函数还是单调减函数？(直接写出答案，不要求写证明过程)2014级高一第一章数学试卷答案一选择题1B 2C 3A 4B 5D 6A 7C 8D 9B10C 二填空题11.1,2,4,5,7A12.8 13.(,3.14.()f(3)f(2)f.15.-2,0,2 三解答题16.解：因为|1UC Ax x 3 文档编码:CK3F1O6T5V6 H

12、L4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4

13、I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 H

14、L4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4

15、I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 H

16、L4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4

17、I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 H

18、L4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9|05UC Bx xx或 6 所以|5UC ABx x 10|5UAC Bx x 12 17.解:（1）由题意得0201xx，即21xx，定义域为2,1|xxx且（2）由题意得0201xx，即21xx，定义域为2,1|xxx且18解：由题意知-3,1 是方程220 xaxb的根，则0210)3(2)3(22baba，解得31ba所以3,1 ba19.解：任取12,1,4x x，且12xx，文档

19、编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3

20、D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档

21、编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3

22、D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档

23、编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3

24、D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档

25、编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I911)()(221121xxxxxfxf)1)(1()(2121xxxx4121xx120 xx，12110 xx，所以，120fxfx,即12fxfx,所以函数 fx 在 1,4 上是增函数,函数的最大值为54144)4(f,最小值为21111)1(f.20.解：当时，由0 x)(xf是奇函数得0)0(f当0,0 xx则时，所以121)(2)()(22xxxx

26、xf又)(xf是奇函数，所以)()(xfxf，所以12)(2xxxf（0 x）所以，0,120,00,12)(22xxxxxxxxf21 解：（1）由5145)1(caf得，5)1()1()(ffxf是奇函数，得514ca，由得xxxfca4)(.0,12故文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O

27、6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB

28、1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O

29、6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB

30、1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O

31、6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB

32、1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9(2)xxxxxf44)(2任取12,0,2x x，且12xx，则1212121212444()()(

33、)1f xf xxxxxxxx x.121212()(4)xxx xx x2021xx，,04,4,0212121xxxxxx120 xx2121,0 xfxfxfxf即因此函数()f x在2,0上是减函数（3）由（2）及在是奇函数可知)()(xfxf上在02-，上是减函数。文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档

34、编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3

35、D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档

36、编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3

37、D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档

38、编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9文档编码:CK3F1O6T5V6 HL4C3D4U4A5 ZB1E1G1Z4I9

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关键词：: 2014 年高数学必修第一章测试标准答案

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