Add, subtract, or diff dates
When a human looks at the date "October 4th, 2026", they inherently understand months, years, and leap days. But when a computer processes a date, dealing with "months" that have varying lengths (28, 29, 30, or 31 days) makes complex math incredibly slow and error-prone.
To make date math fast and uniform, the computer science industry agreed on a standard called the Unix Epoch. Every single date is stored internally as a massive integer representing the total number of milliseconds that have passed since Midnight on January 1st, 1970 (UTC).
So to a computer, "October 4th, 2026" is just 1791110400000.
Because every date is just an absolute number, finding the exact number of days between two dates becomes incredibly easy for a CPU:
1500000000000).1600000000000).100000000000).1000 * 60 * 60 * 24 = 86400000).This absolute-time approach inherently bypasses all the complex rules of leap years and varying month lengths, giving you a mathematically perfect answer every single time.
How do modern computers internally store and process dates like 'March 5th, 2024'?