Intervals - Insert IntervalWhat is the output of the insert function when called with intervals = [[1,1]] and newInterval = [0,0]?A[[0,1]]B[[0,0],[1,1]]C[[0,0],[1,1]]D[[1,1],[0,0]]Check Answer
Step-by-Step SolutionSolution:Step 1: Append and sort intervalsIntervals become [[1,1],[0,0]] then sorted to [[0,0],[1,1]].Step 2: Merge overlapping intervalsSince 1 > 0, and 1 > 0, intervals do not overlap (0,0) and (1,1) remain separate.Final Answer:Option C -> Option CQuick Check:Intervals remain separate because they do not overlap [OK]Quick Trick: Intervals touching at boundaries do not merge if no overlap [OK]Common Mistakes:MISTAKESAssuming intervals that just touch merge incorrectlyTrap Explanation:PITFALLCandidates often merge intervals that only touch at boundaries, but condition requires overlap.Interviewer Note:CONTEXTTests boundary condition handling and code tracing on edge cases.
Master "Insert Interval" in Intervals3 interactive learning modes - each teaches the same concept differentlyTry ItSolutionTrace
More Intervals Quizzes Count of Intervals Containing Each Point - Count of Intervals Containing Each Point - Quiz 2easy Count of Intervals Containing Each Point - Count of Intervals Containing Each Point - Quiz 4medium Data Stream as Disjoint Intervals - Data Stream as Disjoint Intervals - Quiz 14medium Interval List Intersections - Interval List Intersections - Quiz 11easy Meeting Rooms II (Minimum Conference Rooms) - Meeting Rooms II (Minimum Conference Rooms) - Quiz 2easy Merge Intervals - Merge Intervals - Quiz 6medium Minimum Interval to Include Each Query - Minimum Interval to Include Each Query - Quiz 4medium Non-overlapping Intervals (Max Non-Overlap) - Non-overlapping Intervals (Max Non-Overlap) - Quiz 11easy Non-overlapping Intervals (Max Non-Overlap) - Non-overlapping Intervals (Max Non-Overlap) - Quiz 7medium Remove Covered Intervals - Remove Covered Intervals - Quiz 4medium