Given a string without duplicates, print all the permutations of the string in a lexicographically order.Input FormatFirst line of input contains T - number of test cases. Its followed by T lines, each contains a single string consisting only of lowercase Enghish alphabets.ConstraintsFor each test case, print the test case number as shown, followed by all the permutations of the string in a lexicographically order, separated by newline.Output Format1 <= T <= 1001 <= len(str) <= 8Sample Input 02algodsSample Output 0Test Case #1:agloagolalgoalogaoglaolggalogaolglaogloagoalgolalagolaoglgaolgoaloaglogaoagloalgogaloglaolagolgaTest Case #2:dssd

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Solution 1

The problem is asking to generate all the permutations of a given string in lexicographically sorted order. Here is a step-by-step solution in Python:

Step 1: Import the necessary libraries. In this case, we need the itertools library for generating permutations.

from itertools import permutations
``

Solution 2

The problem is asking to generate all the permutations of a given string in lexicographically sorted order. Here is a step-by-step solution in Python:

Step 1: Import the necessary libraries. In this case, we need the itertools library for generating permutations.

from itertools import permutations

Step 2: Define the number of test cases. For example, let's say we have 2 test cases.

T = 2

Step 3: For each test case, get the string input and generate all the permutations. Sort these permutations in lexicographical order and print them.

for i in range(T):
    # Get the string input. For example, let's say the strings are 'alg' and 'ods'
    string = input()
    
    # Generate all the permutations of the string
    perms = [''.join(p) for p in permutations(string)]
    
    # Sort the permutations in lexicographical order
    perms.sort()
    
    # Print the test case number and the sorted permutations
    print(f'Test Case #{i+1}:')
    for perm in perms:
        print(perm)

This will print all the permutations of each string in lexicographically sorted order.

This problem has been solved

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