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Single File Programming QuestionProblem StatementYou are a software developer tasked with improving the syntax validation system for a code editor. One of your responsibilities is to ensure that all blocks of code within the editor have balanced curly brackets. Your goal is to determine the minimum number of reversals required to make an expression of curly brackets balanced. A balanced expression is one where each opening curly bracket '{' has a corresponding closing curly bracket '}', and all curly brackets are properly nested.To achieve this, write to write a program that uses a stack data structure to help identify and fix unbalanced expressions. Example 1Input: ([]{[]})Output: BalancedExplanation: The user inputs the expression "([]{[]})". The program checks whether the brackets are balanced or not. In this case, all the brackets are balanced, so it prints "Balanced" as the output.Example 2Input: (([{}])Output: Not BalancedExplanation: The user inputs the expression "(([{}])". The program checks whether the brackets are balanced or not. In this case, the closing brackets do not match the corresponding opening brackets, so it prints "Not Balanced" as the output.Input format :The input consists of a string representing the expression.Output format :The output should print either "Balanced" or "Not Balanced" based on the input expression.Refer to the sample output for the formatting specifications.Code constraints :Input expression includes only parentheses, curly brackets, and square bracketsSample test cases :Input 1 :([]{[]})Output 1 :BalancedInput 2 :(([{}])Output 2 :Not Balanced

Question

Single File Programming QuestionProblem StatementYou are a software developer tasked with improving the syntax validation system for a code editor. One of your responsibilities is to ensure that all blocks of code within the editor have balanced curly brackets. Your goal is to determine the minimum number of reversals required to make an expression of curly brackets balanced. A balanced expression is one where each opening curly bracket '{' has a corresponding closing curly bracket '}', and all curly brackets are properly nested.To achieve this, write to write a program that uses a stack data structure to help identify and fix unbalanced expressions. Example 1Input: ([]{[]})Output: BalancedExplanation: The user inputs the expression "([]{[]})". The program checks whether the brackets are balanced or not. In this case, all the brackets are balanced, so it prints "Balanced" as the output.Example 2Input: (([{}])Output: Not BalancedExplanation: The user inputs the expression "(([{}])". The program checks whether the brackets are balanced or not. In this case, the closing brackets do not match the corresponding opening brackets, so it prints "Not Balanced" as the output.Input format :The input consists of a string representing the expression.Output format :The output should print either "Balanced" or "Not Balanced" based on the input expression.Refer to the sample output for the formatting specifications.Code constraints :Input expression includes only parentheses, curly brackets, and square bracketsSample test cases :Input 1 :([]{[]})Output 1 :BalancedInput 2 :(([{}])Output 2 :Not Balanced

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Solution

Here is a step-by-step solution to the problem:

  1. First, we need to create a stack data structure. In many programming languages, this can be done using a list or array.

  2. Next, we iterate over the input string. For each character in the string, we do the following:

    • If the character is an opening bracket (i.e., '{', '[', or '('), we push it onto the stack.

    • If the character is a closing bracket (i.e., '}', ']', or ')'), we check the top of the stack. If the top of the stack is the corresponding opening bracket, we pop it from the stack. If it's not, or if the stack is empty, we return "Not Balanced".

  3. After we've processed all the characters in the string, we check if the stack is empty. If it is, we return "Balanced". If it's not, we return "Not Balanced".

Here is a pseudocode representation of the solution:

function isBalanced(expression):
    stack = new Stack()
    
    for char in expression:
        if char in ['{', '[', '(']:
            stack.push(char)
        else:
            if stack.isEmpty():
                return "Not Balanced"
            top = stack.pop()
            if not matches(top, char):
                return "Not Balanced"
    
    if stack.isEmpty():
        return "Balanced"
    else:
        return "Not Balanced"

function matches(open

This problem has been solved

Similar Questions

You are a software developer tasked with improving the syntax validation system for a code editor. One of your responsibilities is to ensure that all blocks of code within the editor have balanced curly brackets. Your goal is to determine the minimum number of reversals required to make an expression of curly brackets balanced. A balanced expression is one where each opening curly bracket '{' has a corresponding closing curly bracket '}', and all curly brackets are properly nested.To achieve this, write to write a program that uses a stack data structure to help identify and fix unbalanced expressions. Example 1Input: ([]{[]})Output: BalancedExplanation: The user inputs the expression "([]{[]})". The program checks whether the brackets are balanced or not. In this case, all the brackets are balanced, so it prints "Balanced" as the output.Example 2Input: (([{}])Output: Not BalancedExplanation: The user inputs the expression "(([{}])". The program checks whether the brackets are balanced or not. In this case, the closing brackets do not match the corresponding opening brackets, so it prints "Not Balanced" as the output.Input format :The input consists of a string representing the expression.Output format :The output should print either "Balanced" or "Not Balanced" based on the input expression.Refer to the sample output for the formatting specifications.Code constraints :Input expression includes only parentheses, curly brackets, and square bracketsSample test cases :Input 1 :([]{[]})Output 1 :BalancedInput 2 :(([{}])Output 2 :Not Balanced

Given a string S consisting only of the opening and closing curly brackets '{' and '}' find out the minimum number of reversals required to make a balanced expression using stack.A Balanced Expression is one where Each ‘{‘ has a corresponding ‘ }’ and all curly brackets inside it are also balanced.ExamplesInput 1:{{}{{}Output 1:1Explanation:To balance the given expression, reverse one open bracket to a closed bracket (i.e. {{}}{} )to make it a balanced one, thus printing 1.Input 2:}}{}{}{}{{{}}Output 2:-1Explanation:The string's length is 13, which is an odd number; thus, print -1.Input format :The input consists of a string consisting of opening and closing curly brackets.Output format :The output prints the minimum reversals required to make S balanced.If the length of the string is odd, print -1. If it is already balanced, print 0.

Single File Programming QuestionProblem StatementYou are implementing a stack-based calculator. Your calculator should take a string that represents a mathematical expression in postfix notation (also known as reverse Polish notation) and return the result of the calculation. For example, the input "2 3 +" should return 5, and "5 2 - 3 *" should return 9. Construct a logic to evaluate the mathematical expression.Input format :The input consists of a single line of mathematical expression string separated by a space.Output format :The output prints the result of the expression evaluation.If the input has expressions other than + - * /, return the output as -1.Refer to the sample output for formatting specifications.Code constraints :Allowed arithmetic expressions: + - * /Sample test cases :Input 1 :2 7 +Output 1 :9Input 2 :6 4 - 2 *Output 2 :4Input 3 :1 2 @Output 3 :-1Input 4 :2 3 +Output 4 :5Input 5 :5 2 - 3 *Output 5 :9

Single File Programming QuestionProblem StatementSuppose you are building a calculator application that allows users to enter mathematical expressions in infix notation. One of the key features of your calculator is the ability to convert the entered expression to postfix notation using a Stack data structure. Write a function to convert infix notation to postfix notation using a Stack.Input format :The input consists of a string, an infix expression that includes only digits(0-9), and operators(+, -, *, /).Output format :The output displays the equivalent postfix expression of the given infix expression.Refer to the sample output for formatting specifications.Code constraints :The infix expression will contain only valid arithmetic operators (+, -, *, /), numbers, and parentheses.The infix expression will have a maximum length of 30 characters.The numbers in the infix expression will be non-negative integers.Sample test cases :Input 1 :1+2*3/4-5Output 1 :123*4/+5-Input 2 :5+6-4*8/2Output 2 :56+48*2/-

Check for Balanced ParenthesesWrite a function that takes a string of parentheses and checks if the parentheses are balanced using a stack.Constraints:NAExample:Sample Input-1:(())Sample Output-1:trueSample Input-2:((Sample Output-2:falseExplanation:In both of these examples, parentheses must appear in a balanced fashion. Balanced parentheses means that each opening symbol has a corresponding closing symbol and the pairs of parentheses are properly nested.Public Test Cases:# INPUT EXPECTED OUTPUT1 (())true2 ((false

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