• 2022-07-23
    给定的集合和该集合上的二元运算,指出该运算的性质,并求出它的么元,零元和所有可逆元素的逆元。(3)[tex=4.214x1.214]CnkrPpWZtTOQGG1GbElZrg==[/tex],[tex=0.857x1.214]ChdusW5rAupjge6v/DGHRA==[/tex]为有理数集,[tex=17.214x1.357]sSfKlp1LrWksKh+ZllRJK/8+X+wQjxFrpCIt0VmVsOH1BZE/T4urSL7cBP3eQCjvk8yBH+aPWMXCkNZ/PZy3B43/kDK0+wpVR+EAfxsb5iyC3oLbTk0B8fPha48AWxzffkXhJK5B0Dr210kd2sWQIqEfw59rBuDEBUGJZ8WatP0=[/tex]
  • ( 3)[tex=6.643x1.357]sSfKlp1LrWksKh+ZllRJK/8+X+wQjxFrpCIt0VmVsOH1BZE/T4urSL7cBP3eQCjvc+0/OcQX1Hyh2w5yTDHjLA==[/tex],因为[tex=20.5x1.357]nHmbzbA+hlf0VuG2COPqkftrOrzuB6EHyPUBNti9EEFnGW4f1MLqhqbnXUSXzV/laXEbNyNI7YwOGCX6Yb5Zh+InXVWFOS3qvf2tHoAjTfo9HkPrsOepqYI42DuMhSPlcih5PjLiPagyvyL7ZGvLOQ==[/tex],即[tex=0.5x0.786]4ocYMFyE/c2U+6VJoq+vww==[/tex]满足封闭性;[tex=27.143x1.357]sSfKlp1LrWksKh+ZllRJK/8+X+wQjxFrpCIt0VmVsOH1BZE/T4urSL7cBP3eQCjvk8yBH+aPWMXCkNZ/PZy3B43/kDK0+wpVR+EAfxsb5iyC3oLbTk0B8fPha48AWxzffkXhJK5B0Dr210kd2sWQIioo4x27kim7r03MBLbLb9SLYuskmIFYDHtn5L/ZKPDJ+gF1GyQqTJPU9UrJAFXxiE895VimKXxD5slAq0tpD0X0sIgjFtjH/BXZpYHwKAAO[/tex], 当[tex=5.429x1.214]pIIKzTN+IjCZYBHJpwOjEA==[/tex]时,[tex=9.714x1.357]Tk+X/Zf/xieySsoeJsz0Tm8Z2cIFSak2vtQUlmb8U0DynC65eumfwgk/qJPUBQK2UliOhlsoGaxe50vxF0OJGw==[/tex],即[tex=0.5x0.786]4ocYMFyE/c2U+6VJoq+vww==[/tex]不满足交换性;[tex=26.714x1.357]sSfKlp1LrWksKh+ZllRJK/8+X+wQjxFrpCIt0VmVsOEszH+jAU4YMXoXolnz9kQxhq7AstHG6fYwBjJU4PP6D2cC7hZ4rOnEImny0DkB2ftplVc4Rxn/iP3lMIz8DorjOSIULaGTKTAc4VIyti5rGK0JHob0N+4r4/CJRTaXRUXSFBK8et7vT/HarDGHD1uMbPaXvgT9TNuBrE6ILpZCytDGbcOb6Uth8Ik/6n9y6/k5Z81KvjkfWQxb4sonbPPT[/tex][tex=28.214x1.357]lFemqKts8od/Qg4iejb8oZPrVIeJy9CuvGax8TzRseX8qQehG/64KRw7qBXyWVthBiTZF6eSlqUFvHyZGUyyCRycAotrHTYYaLFmvTTkfMCbXwPaAvs1WkFt2C3giibzbAQvm9XPCk5/6Nz1v/ryf2WiqSdNCTVzGrfzthcYN113qHDnUIQVrOUCD3mPUr2CqYG+HcjRCbhuZwKfbRzIX64YpyEeENJn6fwOUi200IE=[/tex][tex=3.429x1.357]1v59zxFoCBfyXi93AtvvNQ==[/tex], 即[tex=0.5x0.786]4ocYMFyE/c2U+6VJoq+vww==[/tex]满足结合性;当[tex=2.429x1.214]h5Js4jfb8pprBjnSaROOAg==[/tex]且[tex=2.286x1.214]cc2Fhbw7Ze/PLm/5wyAWfw==[/tex],或[tex=2.429x1.214]whrA0fswgExqGZH3sbR6mw==[/tex]时,[tex=8.429x1.357]T4QUm72Pjvglp5aG2N7VXcuNgnjtXqnuwgZUvjJbYM0nqricG5sw9scRGzTVr6+WoKJkHggoMrQkdbaByEMAxENOfe7odhH9O9SbjrkDWaY=[/tex], 即[tex=0.5x0.786]4ocYMFyE/c2U+6VJoq+vww==[/tex]不满足等幂性;[tex=2.286x1.357]2xDao7zGS2NOkQW5vBCXPKE7eEEehsgZ10JXVghN0uM=[/tex]为么元,不存在零元。当[tex=2.429x1.214]whrA0fswgExqGZH3sbR6mw==[/tex]时,存在逆元[tex=4.643x2.786]V2XcVEV2UmuRAtqK5hxdgQLxpPAmOiJnqmadQSwsas5j9G4BfNCL/FPcDuLVOz6kWthIg79qnowMFjNxx/rCAw==[/tex]

    内容

    • 0

      【单选题】设X为连续型随机变量, 其概率密度: f(x)=Ax2, x∈(0,2); 其它为0. 求(1)A=(); (2) 分布函数F(x)=(); (3) P{1<X<2} (10.0分) A. (1)3/8; (2)x<0,    F(x)=0; 0≤x<2, F(x)=1/8x³; x≥2,  F(x)=1; (3) 7/8 B. (1)5/8; (2)x<0,    F(x)=0; 0≤x<2,   F(x)=1/8x³; x≥2,    F(x)=0 (3) 1/8

    • 1

      “&#91; 2*x+2 for x in range(5) &#93;”生成的列表是( )。 A: [2, 4, 6, 8, 10] B: [0, 2, 4, 6, 8] C: [1, 2, 3, 4, 5] D: [0, 1, 2, 3, 4]

    • 2

      S及其S上的运算*如下定义,问各种定义下的*运算是否满足结合律、交换律,[tex=3.571x1.214]kszHJDJEc7fPVjWNcpgbLw==[/tex]中是否有幺元、零元,S中哪些元素有逆元,哪些元素没有逆元.S为[tex=0.857x1.214]ChdusW5rAupjge6v/DGHRA==[/tex] (整数集)[tex=4.643x2.286]Q8CxnFhaHcfv3ctHNq8C9+pwz9GTP1YLs1Ukoa08poU=[/tex]

    • 3

      【单选题】请用地点定桩法在4分钟内记忆数字。 4 0 1 3 6 3 5 1 9 8 8 9 7 2 9 3 0 9 5 3 1 7 7 5 2 3 3 0 5 0 1 4 1 3 8 3 5 7 9 7 (5.0分) A. 已背 B. 未背

    • 4

      设有变量定义int x, a=3, b=4;则语句x = ( a = 0 ) && ( b = 8 ); 执行之后各变量的值为______。 A: x=0,a=0,b=8 B: x=1,a=3,b=4 C: x=1,a=0,b=8 D: x=0,a=0,b=4