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A) (-9, -∞) B) (-∞,9) C) (∞,-9) D) (-∞,-9) E) (9, -∞) ![]()
A) (1,11) B) (11,1 ) C) (-1,-11 ] D) (1,11 ] E) [-11,1) ![]()
A) (6,36) B) (-36,-6) C) [-36,-6) D) [36,-6) E) 6,36) ![]()
A) (-5,1] B) (-5,1) C) [5,1) D) [-5,1) E) [-5,1] ![]()
A) (-∞,-9/2] B) [9/2,∞) C) [-9/2,∞) D) (-9/2,∞) E) (-∞,-9/2)
A) (-5,2/5) B) [-5,2/5] C) (-5,2/5] D) [-5,2/5] E) [-5,2/5)
A) (-3,1) B) (1,3] C) [3,1] D) [-3,1] E) [1,3]
A) [3/4, 1/2] B) (3/4, -1/2) C) (-3/4, 1/2) D) [-3/4, 1/2] E) (3/4, 1/2) ![]()
A) [1/51,∞) B) [-1/51,∞) C) (-1/51,∞) D) (-1/51,∞) E) (1/51,∞) ![]()
A) (-∞, 7/9] B) (-∞, 7/9) C) (7/9,∞) D) [7/9,∞) E) (∞, 7/9] ![]()
A) (-∞, 7/6] B) (-∞, 7/6) C) (-∞, 6/7] D) (-∞, -7/6] E) (-∞, -7/6]
A) (-7/2,11/2) B) [7/2,11/2) C) (7/2,11/2] D) (7/2,11/2) E) [7/2,11/2]
A) (-3,∞) B) [-3,-∞) C) (-∞,-3] D) (-∞,-3) E) [-3,∞)
A) B) (3/10,∞) B) [-3/10,∞) C) B) (-3/10,∞) D) [-∞,3/10) E) (-∞, 3/10] ![]()
A) [ -10, -36] B) [ -36, -10) C) [ -36, 10] D) [ -36, -10] E) ( -36, -10]
A) (-1/2, ∞) B) [1/2,∞) C) [-1/2,∞) D) (1/2, -∞) E) (1/2, ∞)
A) (4/3,∞) B) [4/3,∞) C) [3/4,∞) D) (-4/3,∞) E) [-4/3,∞) ![]()
A) (-7,∞) B) (7,∞) C) [7,∞) D) [7,-∞) E) [-7,∞)
A) (∞,4/3) B) (-∞,4/3] C) [4/3,∞) D) [-4/3,∞) E) (-∞,4/3)
A) (-∞,2) B) [-2,∞) C) [2,∞) D) (-∞,2] E) (∞,2)
A) (∞,7/3] B) [7/3, ∞) C) (∞,7/3) D) (-∞,7/3) E) (-∞,7/3]
A) (-∞,-1) B) (1,∞) C) (-1,∞) D) (-∞,1] E) (-∞,-1]
A) (-2,∞) B) (2,∞] C) (2,∞) D) (-2,∞) E) [-2,∞)
A) (1/4,∞) B) [1/4,∞) C) (1/2,∞) D) (-1/4,∞) E) [1/2,∞) ![]()
A) (-∞,45) B) (-∞,45] C) (45,∞) D) (45,∞] E) (∞,45]
A) [9,∞) B) (-∞,9] C) (∞,9] D) (9,∞] E) (9,∞)
A) [-1, ∞) B) (-∞, -1) C) [1, ∞) D) (-∞, 1) E) (-∞, 1]
A) [1/3 , ∞) B) (1/3 , ∞) C) (-∞ , -1/3] D) (-∞ , -1/3) E) (1/3 , -∞)
A) (-∞ , -3) B) (3 , ∞) C) [3 , ∞] D) (-3 , ∞) E) [-∞ , -3) |