Solve 1<∣x−3∣≤41 < |x - 3| \leq 41<∣x−3∣≤4 and express the solution in interval notation.
[−1,2)∪(4,7][-1, 2) \cup (4, 7][−1,2)∪(4,7]
[−1,2]∪[4,7][-1, 2] \cup [4, 7][−1,2]∪[4,7]
(−1,2)∪(4,7)(-1, 2) \cup (4, 7)(−1,2)∪(4,7)
[−2,4][-2, 4][−2,4]