优优班--学霸训练营 > 知识点挑题
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            • 1.

              对于函数\(f\):\(A→B\),其值域是集合\(B.\)(    )

              A.\(√\)  
              B.\(×\)
            • 2.

              若\(A=R\),\(B=\{x|x > 0\}\),\(f\):\(x→y=|x|\),则对应关系\(f\)是从\(A\)到\(B\)的映射\(.\)(    )

              A.\(√\)  
              B.\(×\)
            • 3.

              在给定映射:\(f(x,y)\to (2x+y,xy),(x,y\in R)\)的条件下,\((\dfrac{1}{6},-\dfrac{1}{6})\)的原象是\((\)    \()\)

              A.\((\dfrac{1}{6},-\dfrac{1}{36})\)
              B.\((\dfrac{1}{3},-\dfrac{1}{2})\)或\((-\dfrac{1}{4},\dfrac{2}{3})\)
              C.\((\dfrac{1}{36},-\dfrac{1}{6})\)
              D.\((\dfrac{1}{2},-\dfrac{1}{3})\)或\((-\dfrac{2}{3},\dfrac{1}{4})\)
            • 4.
              设集合\(A\)和集合\(B\)都是实数集\(R\),映射\(f\):\(A→B\)是把集合\(A\)中的元素\(x\)对应到集合\(B\)中的元素\(x^{3}-x+1\),则在映射\(f\)下象\(1\)的原象所组成的集合是\((\)  \()\)
              A.\(\{1\}\)
              B.\(\{0\}\)
              C.\(\{0,-1,1\}\)
              D.\(\{0,1,2\}\)
            • 5.

              设\(f:x→\left|x\right| \)是集合\(A\)到集合\(B\)的映射,且集合\(B\)中的每一个元素都有原象,若\(A=\left\{-2,0,2\right\} \),则\(A∩B \)等于\((\) \()\)


              A.\(\{0\}\)                 
              B.\(\{2\}\)               
              C.\(\{0,2\}\)                   
              D.\(\{-2,0\}\)
            • 6.
              设集合\(M=\{x|0\leqslant x\leqslant 2\}\),\(N=\{y|0\leqslant y\leqslant 2\}\),从\(M\)到\(N\)有四种对应如图所示:

              其中能表示为\(M\)到\(N\)的映射关系的有 ______  \((\)请填写符合条件的序号\()\)
            • 7.

              已知集合\(A{=}\{ 1{,}2{,}4\}{,}B{=}\{ 0{,}1{,}2{,}3{,}4\}\),设\(f\):\(A{→}B\),则\(f\)可以为\((\ \ \ \ {  })\)


              A.\(f(x){=}x{-}2\)
              B.\(f(x){=}x^{2}{-}1\)
              C.\(f(x){=}2^{x}\)
              D.\(f(x)={\log }_{2}x \)
            • 8. 在映射\(f\):\(A{→}B{中,}A{=}B{=}\left\{ \left( x{,}y \right) \middle| x{∈}R{,}y{∈}R \right\}{,且}f\):\({→}\left( x{-}y{,}x{+}y \right)\),则\(A\)中元素\(\left( 1{,}2 \right)\)对应\(B\)中的元素为(    )
              A.\((1,3)\)       
              B.\((-1,-3)\)       
              C.\((-1,3)\)        
              D.\((1,-3)\)
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