I thought I had this immediately and started coding before really thinking it through.
Convert each date to an absolute day count from a fixed reference point (e.g., year 0) by summing days for full years, full months, and remaining days. Then subtract the earlier date's count from the later date's count to get the difference. Use the provided DaysInMonth helper and handle leap years correctly.
Pro tip: Explicitly state your assumptions about leap years (e.g., every year divisible by 4 is a leap year, except centuries not divisible by 400) and confirm with the interviewer. This shows attention to detail and avoids ambiguity.
Confirm the date range, leap year rules, and whether the helper function accounts for leap years. Ask if the dates are within a reasonable range (e.g., years 1 to 9999) to avoid overflow concerns.
Write a helper that converts a (year, month, day) tuple to the number of days since a fixed reference (e.g., Jan 1, year 0). Sum days for all full years before the given year, then days for full months before the given month, then add the day.
Create a function to determine if a year is a leap year (divisible by 4, except centuries unless divisible by 400). Use this to adjust the number of days in February and the total days per year.
Call the absolute day count function for both dates and subtract the earlier from the later. Return the result as the number of days between them.
Verify with cases like same date (0 days), consecutive days (1 day), leap year boundaries (Feb 28 to Mar 1 in a leap year), and year boundaries. Discuss potential off-by-one errors.
AI-generated suggestions, not part of the candidate's original notes. May be inaccurate — verify before relying on them.