Question
Solve all the questions with proper answer 1. Which item is the second item to be removed from the queue, when the operations below are
Solve all the questions with proper answer
1.
Which item is the second item to be removed from the queue, when the operations below are performed, in the order listed, on an empty queue?
queue.enqueue("Ryan") queue.dequeue( ) queue.enqueue("Banks") queue.enqueue("Private") queue.enqueue("Hanks") queue.dequeue( ) queue.dequeue( ) queue.enqueue("Mr.") queue.enqueue("Saving") queue.enqueue("Forrest") queue.enqueue("Gump") queue.dequeue( ) queue.dequeue( ) queue.dequeue( )
2.
Select which applications listed below typically make use of stacks. Check all that apply.
Evaluating postfix arithmethic expressions |
Keeping track of a program's active modules/methods |
Operating system task scheduling |
Depth-first search (DFS) graph traversal; backtracking, in general |
3.
The code below pushes three random integer values onto intStack and goes on to move those three values into intQ. When this code segment is done executing, what is the order, from front to rear, of the three values in intQ?
ArrayStack intStack = new ArrayStack(); ArrayQueue intQ = new ArrayQueue(); intStack.push(randomValue1); intStack.push(randomValue2); intStack.push(randomValue3); intQ.enqueue(intStack.pop()); int x = intStack.pop(); if (x <= intStack.peek()) { intQ.enqueue(x); x = intStack.pop(); intQ.enqueue(x); } else { intQ.enqueue(intStack.pop()); intQ.enqueue(x); } intStack.push(intQ.dequeue()); if (intStack.peek() >= x) { intQ.enqueue(intStack.pop()); } else { x = intStack.pop(); intStack.push(intQ.dequeue()); if (x <= intStack.peek()) { intQ.enqueue(x); intQ.enqueue(intStack.pop()); } else { intQ.enqueue(intStack.pop()); intQ.enqueue(x); } intQ.enqueue(intQ.dequeue()); }
front to rear: least - greatest - middle |
front to rear: middle - greatest - least |
front to rear: least - middle - greatest |
front to rear: greatest - middle - least |
4,
Given a queue populated with an unknown number of elements, along with an empty stack object, develop an algorithm in Java-like pseudocode that removes all of the items from the queue and puts them back in the queue in reverse of their original order.
The only stack and queue operations available to you are the ones specified in StackInterface.java and QueueInterface.java, the interfaces provided for Programming Project #2, that we also used for class exercises.
Please use myQ as the name of the queue, and myStack for the name of the stack.
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