Which interval represents the solution for the inequality x2−4x−1≥0\frac{x^2 - 4}{x - 1} \geq 0x−1x2−4≥0?
(−2,1]∪(2,∞)(-2, 1] \cup (2, \infty)(−2,1]∪(2,∞)
[−2,1)∪[2,∞)[-2, 1) \cup [2, \infty)[−2,1)∪[2,∞)
[1,2]∪[−2,∞)[1, 2] \cup [-2, \infty)[1,2]∪[−2,∞)
(−2,2)∪(1,∞)(-2, 2) \cup (1, \infty)(−2,2)∪(1,∞)