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(x>=1)&&(x<一i0)&&(x>=100)&&(X<=110) (x>=1)‖(x<=10)&&(x>=100)‖(x<=110) (x>=1)&&(x<=10)‖(x>=100)&&(x<=110) (x>=1)‖(x<=10)&&(x>=100)‖(x<=110)
(x>=1)&&(x<=10)&&(x>=100)&&(x<=110) (x>=1‖(x<=10)‖(x>=100)‖x<=110) (x>=1)&&(x<=10)‖(x>=100)&&(x<=110) (x>=1)‖x<=10)&&(x>=100)‖x<=110)
(1,10) (5,6) (9,13) (20,24)
(0,10) (0,1) (1,10) (1,2)
(x>=1)&&(x<=10)&&(x>=100)&&(X<=110) (x>=1) (x<=10) (x>=100) (x<=110) (x>=1)&&(x<=10) (x>=100)&&(x<=110) (x>=1) (x<=10)&&(x>=100) (x<=110)
(x>=1)&&(x<=10)&&(x>=100)&&(x<=110) (x>=1) (X<=10) (X>=100) (x<=110) (x>=1)&&(X<=10) (x>=100)&&(x<=110) (x>=1) (x<=10)&&(x>=100) (x<=110)
(-∞,-2]∪[0,10] (-∞,-2]∪[0,1] (-∞,-2]∪[1,10] [-2,0]∪[1,10]
(-∞,-2]∪[0,10] (-∞,-2)∪[0,1]
(-∞,-2)∪[1,10] (2,0)∪[1,10]
(x>=1)&&(x<=10)&&(x>=100)&&(X<=110) (x>=1) (x<=10) (x>=100) (x<=110) (x>=1)&&(x<=10) (x>=100)&&(x<=110) (x>=1) (x<=10)&&(x>=100) (x<=110)
(-∞,-2]∪[0,10] (-∞,-2]∪[0,1] (-∞,-2]∪[1,10] [-2,0]∪[1,10]
(-∞,0)∪(10,+∞) (-1,+∞) (-∞,-2)∪(-1,10) (0,10)
(﹣∞,﹣2]∪[0,10] (﹣∞,﹣2]∪[0,1]
(﹣∞,﹣2]∪[1,10] [﹣2,0]∪[1,10]
(x>=1)&&(x<=10)&&(x>=100)&&(x<=110) (x>=1‖(x<=10)‖(x>=100)‖x<=110) (x>=1)&&(x<=10)‖(x>=100)&&(x<=110) (x>=1)‖x<=10)&&(x>=100)‖x<=110)
(x>=1)&&(x<=l0)&&(x>=100)&&(x<=110) (x>=0‖(x<=10)‖(x>=100)‖x<=110) (x>)&&(x<=10)‖(x>=100)&&(x<=110) (x>=)‖x<=10)&&(x>=100)‖x<=110)
(x>=1)&&(x<=10)& &(x>=100)&&(x<=110) (x>=1)‖(x<=10)‖(x>=100)‖(x<=110) (x>=1)&&(x<=10)‖(x>=100)&&(x<=110) (x>=1)‖(x<=10)&&(x>=100)‖(x<=110)
(10,100) [10,100] [10,110) [10,110]
[﹣8,10] [﹣7,9] (1,10] (1,9]