浙江省高三理科数学一轮复习考试试题精选（1）分类汇编1：集合 Word版含答案

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1、浙江省2014届高三理科数学一轮复习考试试题精选（1）分类汇编1：集合一、选择题 （浙江省建人高复2014届高三上学期第一次月考数学（理）试题）已知关于X的方程的解集为P,则P中所有元素的和可能是（）A3,6,9B6,9,12C9,12,15D6,12,15【答案】B （浙江省金华一中2014届高三10月月考数学(理)试卷）已知函数的定义域为,的定义域为,则=（）ABCD【答案】A （浙江省湖州市菱湖中学2014届高三10月月考数学（理）试题）已知集合A =x | x ( x -1) = 0,那么（）A0AB1AC-1AD0A【答案】A （浙江省温州中学2014届高三10月月考数学（理）试题）

2、已知集合,则（）ABCD【答案】C （浙江省台州中学2014届高三上学期第二次统练数学（理）试题）设全集是实数集R,则等于（）ABCD【答案】A （浙江省嘉兴市2014届高三9月月考数学理试题）设集合A=x|x2+2x-30,B=x|x3,则AB=（）Ax|1x3Cx|-3x3 Cx|x-3或1x3Dx|x2,T=x|x2+3x40,则(RS)T=（）A(,1B(,4C(2,1D1,+)【答案】A （浙江省湖州市八校2014届高三上学期第二次联考数学（理）试题）对于任意的两个实数对和,规定:,当且仅当;运算“”为:;运算“”为:,设,若,则（）ABCD【答案】B （浙江省建人高复2014届高三

3、上学期第一次月考数学（理）试题）设P=y|y=-x2+1,xR,Q=y|y=2x,xR,则（）APQBQPCCRPQDQCR【答案】C （浙江省临海市杜桥中学2014届高三上学期第二次月考数学（理）试题）设全集,集合,则=（）ABCD【答案】B （浙江省2014届金华一中高三9月月考数学试卷（理）已知集合则（）ABCD【答案】C 二、填空题（浙江省慈溪中学2014届高三10月月考数学(理)试题）设关于的不等式的解集为,且,则实数的取值范围是_.【答案】 （浙江省湖州中学2014届高三第一次月考数学（理）试题）若(其中为整数),则称为离实数最近的整数,记作,即.设集合,其中,若集合的元素恰有三个

4、,则的取值范围为_.【答案】 （浙江省建人高复2014届高三上学期第一次月考数学（理）试题）设数集M=x| mxm+, N=x|n-xn, 且M 、N都是集合x|0x1的子集, 如果把b-a叫作集合x| axb的“长度”, 那么集合MN的“长度”的最小值是_【答案】 （浙江省建人高复2014届高三上学期第一次月考数学（理）试题）给定实数集合满足(其中表示不超过的最大整数,),设,分别为集合的元素个数,则,的大小关系为_. 【答案】|P|Q| （浙江省嘉兴市2014届高三9月月考数学理试题）已知a,b1,2,3,4,5,6,7,8,9,u=logab,则u的不同取值个数为_【答案】54 三、解答

5、题（浙江省岱山县大衢中学2014届高三10月月考数学（理）试题）函数的定义域为集合A,函数的值域为集合B.(1)求集合A,B;(2)若集合A,B满足,求实数a的取值范围.【答案】解:(1) (2)或 （浙江省建人高复2014届高三上学期第一次月考数学（理）试题）已知集合A=,B=.当a=2时,求AB; 求使BA的实数a的取值范围.【答案】解:(1)当a=2时,A=(2,7),B=(4,5) AB=(4,5) (2) B= 当a时,A= (2,3a+1) 要使BA,必须,此时1a3 综上可知,使BA的实数a的取值范围为1,3-1 （浙江省杭州市西湖高级中学2014届高三9月月考数学（理科）试题）

6、(1)设全集为R,集合,若不等式的解集是,求的值.(2)已知集合,若,求实数m的取值范围.【答案】 （浙江省乐清市白象中学2014届高三上学期第二次月考数学（理）试题）函数的定义域为集合,函数的定义域为集合.(1)求;(2)若,且,求实数的取值范围.【答案】 QcWA3PtGZ7R4I30kA1DkaGhn3XtKknBYCUDxqA7FHYi2CHhI92tgKQcWA3PtGshLs50cLmTWN60eo8Wgqv7XAv2OHUm32WGeaUwYDIAWGMeR4I30kA1DkaGhn3XtKknBYCUDxqA7FHYi2CHhI92tgKQcWA3PtGZ7R4I30kA1Dk

7、aGtgKQcWA3P tGZ7R4I30kA1DkaGhn3XtKknBYCUDxqA7FHYi2CHhI92tgKQcWA3PtGshLs50cLmTWN60eo8Wgqv7XAv2OHUm32WGeaUwYDIAWGMeR4I30kA1DkaGhn3XtKknBYCUDxqA7FHYi2CHhI92tgKQcWA3PtGZ7R4I30kA1DkaGtgK tGZ7R4I30kA1DkaGhn3XtKknBYCUDxqA7FHYi2CHhI92tgKQcWA3PtGshLs50cLmTWN60eo8Wgqv7XAv2OHUm32WGeaUwYDIAWGMeR4I30kA1DkaGhn3Xt

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21、0eo8Wgqv7XAv2OHUm32WGeaUwYDIAWGMeR4I30kA1DkaGhn3XtKknBYCUDxqA7FHYi2CHhI92tgKQcWA3PtGZ7R4I30kA1DkaGtgKQcWA3PtGZ7R4I30kA1DkaGhn3XtKknBYCUDxqA7FHYi2CHhI92tgKQcWA3PtGshLs50cLmTWN60eo8Wgqv7XAv2OHUm32WGeaUwYDIAWGeR4I30kA1DkaGhn3XtKknBYCUDxqA7FHYi2CHhI92tgKQcWA3PtGZ7R4I30kA1DkaGtgKQcWA3PtGZ7R4I30kA1DkaGhn3

22、XtKknBYCUDxqA7FHYi2CHhI92tgKQcWA3PtGshLs50cLmTWN60eo8Wgqv7XAv2OHUm32WGeaUwYDIAWGMeR4I30kA1DkaGhn3XtKknBYCUDxqA7FHYi2CHhI92tgKQcWA3PtGZ7R4I30kA1DkaGtgKQcWA3PtGZ7R4I30kA1DkaGhn3XtKknBYCUDxqA7FHYi2CHhI92tgKQcWA3PtGshLs50cLmTWN60eo8Wgqv7XAv2OHUm32WGeaUwYDIAWGMeR4I30kA1DkaGhn3XtKknBYCUDxqA7FHYi2CHhI92tgK

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