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What method was used to create this sculpture?
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What material was used to create this sculpture?
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What is the return value from this block of pseudocode? s ← new Stack() q ← new Queue() push (-101,s) isempty(q) enqueue (40,q) enqueue (73,q) peek(s) dequeue (q) pop (s) enqueue (83,q) push (83,s) isempty(q) isempty(s) dequeue (q) return peek(q)
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What is the return value from this block of pseudocode? q ← new Queue() enqueue (127,q) enqueue (105,q) peek(q) enqueue (78,q) enqueue (-35,q) dequeue (q) peek(q) return isempty(q)
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What is the return value from this block of pseudocode? s ← new Stack() isempty(s) isempty(s) push (45,s) push (-115,s) peek(s) push (103,s) push (55,s) return peek(s)
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What is the return value from this block of pseudocode? s ← new Stack() q ← new Queue() push (83,s) pop (s) isempty(s) push (56,s) push (-63,s) pop (s) enqueue (32,q) peek(q) peek(s) pop (s) dequeue (q) push (31,s) return peek (s)
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What is the return value from this block of pseudocode? q ← new Queue() enqueue (50,q) enqueue (72,q) dequeue (q) dequeue (q) enqueue (40,q) dequeue (q) enqueue (-48,q) return peek (q)
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What is the return value from this block of pseudocode? s ← new Stack() push (45,s) pop (s) isempty(s) push (65,s) pop (s) push (52,s) pop (s) return isempty(s)
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For a queue with elements implemented using a single (front) reference
to a singly-linked list, what is the complexity of the dequeue operation?
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For a queue with elements implemented using a pair (front, tail) of references
to a singly-linked list, what is the complexity of the dequeue operation?
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