• 2022-06-09
    应用反演律变换逻辑表达式[img=134x36]18038ced0af48d6.jpg[/img]为( )
    A: [img=144x32]18038ced1546956.jpg[/img]
    B: [img=125x32]18038ced1f49870.jpg[/img]
    C: [img=80x32]18038ced2a3f8fe.jpg[/img]
    D: [img=134x32]18038ced35db257.jpg[/img]
  • B

    内容

    • 0

      X为随机变量,E(X)=-1,D(X)=3,则E(3[img=24x22]1803381b293bffb.png[/img]+20)=( ) A: 18 B: 9 C: 30 D: 32

    • 1

      X为随机变量,E(X)=-1,D(X)=3,则E(3[img=24x22]17de66bf652c147.png[/img]+20)=( ) A: 18 B: 9 C: 30 D: 32

    • 2

      ​设随机变量X满足[img=177x27]1803c5fb9a5b546.png[/img],则[img=71x25]1803c5fba377324.png[/img]( )‌​‌ A: 4 B: 8 C: 16 D: 32

    • 3

      令F(x):x是有理数,G(x):x是实数。将命题“所有的有理数都是实数,但有的有实数不是有理数”符号化为() 未知类型:{'options': ['17e0a83a4157352.jpgx(F(x)∧G(x))∧[img=8x14]17e0a83a35505d4.jpg[/img]x(G(x)[img=14x9]17e0a73094b5dcf.jpg[/img][img=10x11]17e0a839b915354.jpg[/img]F(x))', ' [img=8x14]17e0a83a4157352.jpg[/img]x(F(x)[img=14x9]17e0a73094b5dcf.jpg[/img]G(x))∧[img=8x14]17e0a83a35505d4.jpg[/img]x(G(x)∧[img=10x11]17e0a839b915354.jpg[/img]F(x))', ' [img=8x14]17e0a83a4157352.jpg[/img]x(F(x)∧G(x))∧[img=8x14]17e0a83a35505d4.jpg[/img]x(G(x)∧[img=10x11]17e0a839b915354.jpg[/img]F(x))', ' [img=8x14]17e0a83a4157352.jpg[/img]x(F(x)[img=14x9]17e0a73094b5dcf.jpg[/img]G(x))∧[img=8x14]17e0a83a35505d4.jpg[/img]x(G(x)[img=14x9]17e0a73094b5dcf.jpg[/img][img=10x11]17e0a839b915354.jpg[/img]F(x))'], 'type': 102}

    • 4

      设随机变量X的概率密度为f(x),则f(x)一定满足( ). A: 0≤f(x)≤1 B: [img=183x53]1803b451bb3373a.png[/img] C: [img=133x51]1803b451c807078.png[/img] D: f(+∞)=1