This is a string puzzle. You are given a piece of text called s and a number called k. Your job is to walk through the text in fixed-size chunks and flip certain parts of each chunk around.
Imagine you cut the string into pieces, where each piece is 2k characters long. So if k = 2, then 2k = 4, and each piece holds 4 characters.
For every piece, you do one simple thing: reverse only the first k characters of that piece. The rest of the piece stays exactly as it is.
"Reverse" just means read those characters backwards. For example, reversing abcd gives dcba.
The string might not divide neatly into pieces of 2k. The last piece can be short. Two simple rules handle this:
k characters are left, reverse all of them. (You can't reverse k characters if there aren't even k there, so just flip whatever remains.)k but fewer than 2k characters are left, reverse only the first k, and leave the rest alone — the same as a full piece.You can think of both rules together as one idea: *always try to reverse k characters from the start of the chunk; if there aren't that many, reverse all you have.*
Let's use s = abcdefghij and k = 2, so 2k = 4.
Split the string into pieces of 4:
abcdefghij (only 2 characters left)Now reverse the first k = 2 characters of each piece:
abcd → reverse ab → ba, keep cd → bacdefgh → reverse ef → fe, keep gh → feghij → only 2 characters left, which is fewer than 2k but at least k, so reverse the first 2 → jiGlue the pieces back together: bacd + fegh + ji = bacdfeghji.
That matches the expected output.
A clean way to solve this is to jump through the string in steps of 2k. At each jump:
i (the start of a piece): i = 0, then i = 4, then i = 8, and so on.k, unless fewer than k remain, in which case it is "all the rest."In C++, the function lives inside the given class:
string reverseSegments(string s, int k) {
}
Inside it, you loop with i increasing by 2k each time. At each i, reverse the characters from index i up to i + k (but never past the end of the string), then continue. When the loop finishes, return s.
The trick that makes this easy is the jump of 2k: by stepping that far each time, the characters between the reversed parts are skipped automatically, so you never touch them. You only ever flip the first k of each block.