
In this task, you receive a string s consisting solely of lowercase English letters, along with an integer k. The primary goal is to convert this string into a numeric value uniquely and then modify this numerical representation by summing its digits repeatedly for k iterations. The conversion and transformation process involves:
'a' becomes 1, 'b' becomes 2, ..., 'z' becomes 26). Concatenate these values into a single string of digits.k times: Take the string of digits and repeatedly sum all the digits k times. After each sum, replace the string with the new sum’s digits.The final result is the numeric outcome after applying the above transformation k times.
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(Note: You may recompute the exact digits above; this is illustrative. Real calculation should follow literal character position replacement.)
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1 <= s.length <= 1001 <= k <= 10s consists of lowercase English letters onlyHere's a step-by-step breakdown of the approach:
Convert each character to its alphabetical index:
ord(char) - ord('a') + 1 to convert each character in s to its corresponding number.'abc' → "123" not 1+2+3.Transform the string into a number:
"262124".Apply digit-sum k times:
k times.Return the final result after k transformations.
This method ensures that the transformation from characters to digits and the subsequent digit summing are handled efficiently in linear time.
This solution in C++ features a function, transformString, designed to sum the digits of string characters after conversion and potentially multiple iterations of summing digits. Here's a concise breakdown of how it works:
strInput and an integer iterations representing the number of times the summing of digits is performed.tempResult is then re-evaluated over several iterations (specified by iterations parameter).tempResult are summed up until tempResult is a single-digit number or until all iterations are completed.tempResult becomes a single-digit number before reaching the maximum specified iterations, optimizing processing time.This approach meticulously handles the transformation and reduction of digital values through straightforward mathematical manipulations, ensuring efficiency and correctness in obtaining the final sum.
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