Aposterior analysis are more accurate than apriori analysis ...

MCQ

Aposterior analysis are more accurate than apriori analysis because ?

it contains the real data.

it assumes all other factors to be dynamic.

it assumes all other factors to be constant.

it is a result of reverse-engineering.

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The postfix form of the expression (A + B)∗(C∗D − E)∗F / G is

AB + CD∗E − FG /∗∗

/ AB + CD ∗ E − F ∗∗G /

AB + CD ∗ E − ∗F ∗ G /

AB + CDE ∗ − ∗ F ∗ G /

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MCQ

Given below is the Node class to perform basic list operations and a Stack class with a no arg constructor. Select from the options the appropriate push() operation that can be included in the Stack class. Also

public void push(Object item)
{
	Node temp = new Node(item,first);
	first = temp;
	size++;
}

public void push(Object item)
{
	Node temp = new Node(item,first);
	first = temp.getNext();
	size++;
}

public void push(Object item)
{
	Node temp = new Node();
	first = temp.getNext();
	first.setItem(item);
	size++;
}

public void push(Object item)
{
	Node temp = new Node();
	first = temp.getNext.getNext();
	first.setItem(item);
	size++;
}

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In a Stack the command to access nth element from the top of the stacks will be

S[Top-n]

S [Top+n]

S [top-n-1]

None of the above

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To implement a stack using queue(with only enqueue and dequeue operations), how many queues will you need?

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Consider the usual algorithm for determining whether a sequence of parentheses is balanced. What is the maximum number of parentheses that will appear on the stack AT ANY ONE TIME when the algorithm analyzes: (()(())(()))

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Arrays

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Trees

Binary Trees

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Graphs

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Engineering

General

Medical

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category More Data Structure Topics

Data Structure Basics

Abstract data types

Arrays

Lists

Stacks

Queues

Trees

Binary Trees

B Trees

Heaps

Hash based structures

Graphs

Mixed

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Community Discussion

Similar Questions

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More Data Structure Topics