Question: Let A [ 1 :n ] be a min - heap, where n > 1 and n is even. Then A [ n 2 +

Let A[1:n] be a min-heap, where n >1 and n is even. Then A[n2+1:n] is always a min-heap.
Note that the notation A[i:j] represents the array/subarray A between the indexes i and j.
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