Apply the PQ insertion sort algorithm in the sequence 1,5,9,3,7,6. Provide your answer with the two phases procedure (insertion and removal). Phase 1. Insertion Sequence = 1,5,9,3,7,6 - PQ = empty Step 1. Sequence = 5,9,3,7,6 - PQ = 1 Step 2. Sequence = 9,3,7,6 - PQ = Step 3. Sequence = 3,7,6 - PQ = Step 4. Sequence = 7,6 - PQ = Step 5. Sequence = 6 - PQ = Step 6. Sequence = empty - PQ = Phase 2. Removal (Priority Queue is omitted here because it is answer for the prior phase) Step 1. Sequence = Step 2. Sequence = Step 3. Sequence = Step 4. Sequence = Step 5. Sequence = Step 6. Sequence =

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