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Problem: Restore IP Addresses

Medium
30 min
Explore how to apply backtracking to restore valid IP addresses from a given string of digits by strategically inserting dots. Understand the constraints for segment values and leading zeros, and develop a solution for generating all possible valid IPs that meet the criteria.

Statement

A valid IP address consists of four numeric segments separated by single dots. Each segment must be an integer between 0 and 255 (inclusive), and leading zeros are not allowed unless the segment is exactly ‘0.”

For instance, “10.0.1.25” and “172.16.0.5” are valid IP addresses, while “01.200.100.3,” “256.100.50.25,” and “172.16.0.500” are invalid.

Given a string s made up of digits only, return all possible valid IP addresses that can be created by inserting exactly three dots into the string. You cannot rearrange or delete any digits. The resulting list of valid IP addresses can be returned in any order.

Constraints:

  • The input string s consists of digits only.

  • 44 \leq s.length 12\leq 12

Problem
Ask
Submissions

Problem: Restore IP Addresses

Medium
30 min
Explore how to apply backtracking to restore valid IP addresses from a given string of digits by strategically inserting dots. Understand the constraints for segment values and leading zeros, and develop a solution for generating all possible valid IPs that meet the criteria.

Statement

A valid IP address consists of four numeric segments separated by single dots. Each segment must be an integer between 0 and 255 (inclusive), and leading zeros are not allowed unless the segment is exactly ‘0.”

For instance, “10.0.1.25” and “172.16.0.5” are valid IP addresses, while “01.200.100.3,” “256.100.50.25,” and “172.16.0.500” are invalid.

Given a string s made up of digits only, return all possible valid IP addresses that can be created by inserting exactly three dots into the string. You cannot rearrange or delete any digits. The resulting list of valid IP addresses can be returned in any order.

Constraints:

  • The input string s consists of digits only.

  • 44 \leq s.length 12\leq 12