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Time & Date Calculators

Ages, durations, business days, and countdowns. Every tool here publishes the formula it uses, a worked example checked against the live calculation, and answers to the questions people actually ask — so you can see how the number was reached, not just what it is.

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Dates & Ages

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Time Conversion

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About time & date

What these time & date tools cover

How Leap Years Complicate an Exact Age

Ask someone their age and they'll say a whole number, but the precise answer is years, months, and days since a specific birth date. Getting the months and days right means using each calendar month's real length rather than a flat 30-day average, and it means deciding what happens to a birthday that falls on February 29. Three years out of every four, that date doesn't exist on the calendar at all, and an age calculator has to handle it deliberately rather than by accident.

The standard convention treats February 28 as the equivalent date in a common year, so a leap-day birthday still counts, anchored to the last day of February until the next leap year brings February 29 back. Some systems instead roll the birthday forward to March 1, reasoning that a full year has only elapsed once February ends. Neither approach is wrong; they answer slightly different questions, which is why two calculators can disagree by exactly one day near a leap-day birthday.

The same care applies to any date that doesn't fall on February 29. Whenever the target date's day-of-month is earlier than the birth date's day-of-month, the calculation has to borrow a month, using that specific month's actual day count rather than an average. A birth date of January 31 compared against March 5 borrows from February, using 28 or 29 days depending on the year, never a generic 30. Skipping that step is the most common way a simplified age calculator quietly drifts wrong.

Why Payroll Needs Decimal Hours, Not Clock Minutes

Payroll math is one multiplication: hours worked times the hourly rate, and that only works cleanly once hours worked is a single base-10 number. An hour holds 60 minutes, not 100, so clock time like 7 hours 30 minutes can't be multiplied directly against a pay rate without first converting the minutes into a decimal fraction. Divide the minutes by 60, then add that fraction to the whole hours, so 7:30 becomes 7.50 decimal hours rather than the visually similar but wrong 7.30.

That similarity between clock notation and decimal notation is where most manual timesheet errors come from. 7:30 as clock time means 7 hours and 30 minutes, which is 7.50 in decimal. But 7.30 written as a decimal already means 7 hours and 0.30 of an hour, only 18 minutes, not 30. Reading one format as if it were the other misreports the actual time worked, and it happens in both directions depending on which number someone is transcribing.

Federal wage-and-hour rules add a layer on top of the raw conversion. Under 29 CFR 785.48(b), employers may round clock times to the nearest 5 minutes, tenth of an hour, or quarter hour, but only if the rounding averages out over time rather than systematically shortchanging employees. That's a policy choice layered on top of the conversion, not part of it, which is why a decimal-hours calculator should show the exact figure and leave rounding decisions to whatever policy an employer applies afterward.

Two Different Problems: Calendar Dates and Clock Durations

This category covers two genuinely different kinds of math, even though both involve time. One is calendar-date arithmetic: given two dates, how many years, months, or days separate them, the problem an age calculator solves. The other is clock-duration arithmetic: given an amount of elapsed time expressed in hours and minutes, how does it convert into the base-10 decimal format that spreadsheets, payroll software, and hourly billing all require before a rate calculation can run correctly.

Both problems share one lesson: the everyday way people write time doesn't match the base-10 math the underlying tools need. A birthday calculation needs the real length of whichever month is being borrowed from, not a flat 30-day assumption, and a timesheet entry needs minutes divided by 60, not treated as if an hour split into 100 cents the way a dollar does. Getting either shortcut wrong produces an answer that looks plausible but is quietly off by a day or a few minutes.

Counting Business Days and Days Until a Deadline

Not every date question is about a birthday or a timesheet. A lot of what brings people to a date calculator is more practical: how many working days are left before a contract deadline, how many days until a trip, or how many business days a bank has to process something. That's a third kind of date math this category deals with, separate from age-in-years and hours-in-decimal, and it has its own two traps.

The first trap is treating every day on the calendar as a business day. A simple subtraction between two dates counts weekends and holidays right along with weekdays, which overstates the working time available. To get a genuine business-day count, each day in the range has to be checked against the day of the week (Saturday and Sunday excluded) and, for anything tied to banking, government, or shipping deadlines, against a holiday calendar too, since federal holidays shift the count further. A 10-calendar-day window is typically only 6 to 8 business days once weekends are pulled out, and fewer still if a holiday falls inside it.

The second trap is the same off-by-one issue that shows up in age calculations: does the count include the start date, the end date, both, or neither? "5 business days from today" usually means today doesn't count and the clock starts tomorrow, while "the deadline is in 5 days" sometimes means the deadline day itself is the 5th day. Neither convention is universal, so a countdown or business-day figure is only as useful as the inclusive/exclusive rule stated alongside it.

Background reading

The maths behind time & date

Questions

Using the time & date calculators

How do leap years affect age calculations?

Leap years matter for age math mainly through February 29 birthdays: three years out of four, that date doesn't exist, so an age calculator has to pick a convention for it, typically treating February 28 as the equivalent date. Leap years also affect any calculation that borrows days from February when comparing a target date to a birth date, since a borrowed February is 28 days in a common year and 29 in a leap year, and using the wrong count produces an age that's off by a day.

How do I convert 7 hours 45 minutes to decimal for a timesheet?

Divide the 45 minutes by 60 to get 0.75, then add that to the 7 whole hours for 7.75 decimal hours. The same divide-by-60 step works for any minute value: 15 minutes becomes 0.25, 30 becomes 0.50, and those three quarter-hour marks are the only ones that convert to a clean two-decimal number without rounding.

Why is my age calculator one day off from another one?

It's almost always one of two things: a month-borrow calculation near a month-end birth date, where one calculator uses the real day count of the borrowed month and another approximates with a flat 30 days, or a February 29 birthday handled under a different convention (rolled back to February 28 versus forward to March 1). Neither convention is technically wrong, they answer slightly different questions, so a one-day discrepancy near those edge cases doesn't mean either tool has a bug.

Why isn't 30 minutes written as 0.30 on a timesheet?

Because an hour has 60 minutes, not 100, so minutes don't convert to decimal the way cents convert to dollars. Thirty minutes is half an hour, which is 0.50, not 0.30 — treating minutes as if they were already a percentage of 100 is one of the most common payroll transcription errors.

Can an employer round my timesheet hours?

Yes, within limits. Under 29 CFR 785.48(b), U.S. employers may round clock times to the nearest 5 minutes, tenth of an hour, or quarter hour, but the practice has to average out over time rather than consistently favoring the employer. A commonly used implementation is the 7-minute rule for quarter-hour rounding: 1 to 7 minutes rounds down, 8 to 14 minutes rounds up.

How do I calculate business days between two dates?

Count the total calendar days between the two dates, then subtract Saturdays and Sundays from that range rather than just dividing by 7, since the split between full weekends and partial weeks at the start or end of the range affects the result. For any date tied to a legal, banking, or shipping deadline, also subtract federal holidays that fall inside the range, since those aren't business days even though they land on a weekday.

Does 'days until' a date include today?

It depends on convention, and that's the most common source of an off-by-one discrepancy between two countdown tools. Most calculators count today as day zero and start incrementing from tomorrow, so an event exactly a week away shows as 7 days. A few instead include today as the first day of the count, which shows one day fewer. Neither is wrong, but the two conventions don't mix well if you're comparing figures from different sources.

What is a half birthday and how do you calculate it?

A half birthday falls exactly six months, or roughly 182 to 183 days, from a birth date, landing on the same day-of-month six calendar months later (a July 10 birthday has a half birthday on January 10). Because months vary in length, adding six calendar months to a date is more accurate than just adding 182 days, which can drift onto the wrong date depending on which months are crossed.

Why do two date-calculator tools give different day counts for the same range?

Almost always an inclusive-versus-exclusive difference in whether the start date, end date, or both are counted as part of the range. "March 1 to March 10" is 9 days if only the gap between them is counted, or 10 days if both endpoints are included. Neither convention is universally correct, so the two figures aren't a sign either tool is broken, just that they're answering a slightly different version of the question.

How do I know the results are right?

Every calculator publishes its formula in plain English and a worked example. That example is a test case: the build re-derives it against the live calculation and fails if the two disagree, so the number explained on the page is provably the number the tool produces.

Where do the figures come from?

Any value that is not pure arithmetic — a threshold, a rate, a conversion factor — is cited to its original source with a retrieval date. Rates change, so check the "last updated" date and the linked source for anything time-sensitive.