My first instinct was to sort both strings and diff them, which would've been fine but they nudged me toward O(n).
Clarify that the problem reduces to finding the difference in character frequencies between the two strings, after normalizing case. Then compute the sum of positive differences (original minus second) to get the number of letters to add.
Pro tip: Mention that you can solve it in O(n) time with a single frequency array, and that you should handle edge cases like empty strings or non-alphabetic characters if applicable.
Confirm that 'letters to be added' means characters missing from the second string to match the first's multiset, and that rearrangement is allowed. Ask about case sensitivity and character set.
Convert both strings to the same case (e.g., lowercase) to ensure case-insensitive comparison.
Build frequency maps (or arrays) for both strings, counting each character's occurrences.
For each character in the original, compute max(0, original_count - second_count) and sum these values. This sum is the number of letters to add.
Return the computed sum as the answer. Optionally, discuss time and space complexity.
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