For a given string consisting of 0 and 1, we are given M disjoint ranges A, B (A
The activity is to find a legal or valid permutation that satisfies the following two conditions -
The sum of all M numbers between the given ranges is the largest.
The string will be the lexicographically largest. String 1100 has a higher lexicographic order than string 1001.
Input 11100 3 3 4 5 5 Output 00111 First we put 1’s in position 3 and 4 then in 5 as there are no 1’s left, the string formed is 00111. Input 0000111 2 1 1 1 2 Output 1110000
In the above example, we first put 1 in the 1st and 2nd positions and then there is another '1' left,
So, we use this to maximize the string in lexicographic order and put it in the 3rd position, thus completing the rearrangement.
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