As you can see, the Gregorian and Julian calendars have an odd assortment of days in each month. That's the basis of another subject, but for now, we want to figure out where the half of a year mark is on the calendar in relation to what day it is.

Let's start with January 1. You want to find a date on the calendar that is about half the year away from the date. If you instantly said July 1, then read on and we'll see what date is really is.

We take this synodic day figure of 365.24218967 and divide the number 2 into it. We get the answer of 182.621094835. Rounded up to the next whole integer, it's 183, or by dropping the decimal portion, it's 182.

Let's count the number of days away from January 1, naming it day 0, and counting upwards until we reach the day 182 days away. Let's assume that we're using a 365-day calendar, that is, one without a February 29.

We add the number of days in January, 31, to the number 0, and land on February 1 with the number 31, and that means that we have landed on a date 31 days away from January 1.

We add the number of days in February, 28, to the number 31, and get March 1 with the number 59.

We add the number of days in March, 31, to the number 59, and get April 1 with the number 90. So as you can see, we're not a quarter of a year away from January 1 yet, but you can guess that April 2 is.

We add the number of days in April, 30, to the number 90, and get May 1 with the number 120.

We add the number of days in May, 31, to the number 120, and get June 1 with the number 151.

We add the number of days in June, 30, to the number 151, and get July 1 with the number 181. So as you can see, July 1 is not half a year away from January 1.

We add one more day to get July 2 with the number 182, and one more day again to get July 3 with the number 183. Depending on how you round up or down, you can use either date to mark the 1/2 of a year mark on the calendar. Parts of the number of 182.621094835 straddles between the last half of day 182 and the first half of day 183. Since the decimal portion is .5 or above, many would choose day 183 to celebrate the 1/2 year mark as its technically approximately correct using the rounding up or down method.

You can find the 1/2 way point of a year on any calendar by counting up or down 182 days to get the first of two days that mark the 1/2 way point, then, going backwards, day 183 is before day 182, or going forwards, day 183 is after day 182. Even on leap year calendars, you can find the 1/2 way marks, but be careful that if you cross a February 29, that must be counted.

On a non-leap year, of course the calendar is 365 days long, and when you add 365 to January 1, you'll land at another January 11, which is the first half of two dates that correspond to going around the sun once, and a day later is January 2, the second half of two dates. Since 365.24218967 is the synodic year, Most of the one year mark falls on the next January 1, and the rest falls on the early quarter of January 2.

On a leap year, of course the calendar is 366 days long, but when you add 365 to January 1, you'll land at December 31, which is the first half of two dates that correspond to going around the sun once, and a day later is another January 1, the second half of two dates. Since 365.24218967 is the synodic year, Most of the one year mark falls on December 31, and the rest falls on the early quarter of January 1.

The .24218967 portion of the synodic year is multiplied by 24 to get the hours, which is 5.81255208. then multiplied by 60 to get the minutes, which is 348.7531248, then multiplied by 60 again to get the seconds, which is 20925.187488. By dropping the whole numbers before the decimal places before you do your multiplying, you get 5 hours, 48 minutes and 45.187488 seconds.

365.24218967 times two is 730.48437934, which is almost on the .5 mark, but isn't.

365.24218967 times three is 1095.72656901, which is close to the .75 mark.

365.24218967 times four is 1460.96875868, which is close to 1461 days. As you can see, every four years, the earth is fast by a fraction of 0.03124132 of a day (or 44.9875008 minutes) every four years, which is why, on the Gregorian calender, we skip three leap years in a 400 year span, as we opt to skip a leap year day on years that are in multiples of 100 that are not multiples of 400. Example. The years 1800, 1900, and 2100 are not or will not be leap years on the Gregorian calendar, but 2000 was a leap year.

To get a 1/3rd of a decade ago, or 1/30th of a century ago, divide 36,524.218967 by the number 30 to get a 3 1/3 year mark (approx 1,217.473965566667 days)

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Calendar History Main Page Calendar 1: The Romulus Calendar I Calendar 2: The Republican Calendar I Calendar 3: The Republican Calendar II Calendar 4: The Republican Transitional Calendar Calendar 5: The Julian-Roman-Actual-1 Calendar Calendar 6: The Julian-Roman-Transitional-1 Calendar Calendar 7: The Julian-Roman-1 Calendar Calendar 8: The Julian-Kalends-1 Calendar Calendar 9: The Julian-1 Calendar Calendar 10: The Gregorian Calendar Dual Dating Date Confusion Definition of Days on the Calendars Definition of Calendars: Others Old, New and Unknown Styles Leap Year Error on the Julian-Roman-Actual-1 Calendar What Calendars Each Country Was Using Gregorian-Julian Differences By Century New Years Days Addenda Day and Year Measurements Calendar Varieties-Gregorian Calendar Varieties-Julian Calendar Varieties-Other Years Converted From Julian Period Day Lining Up Julian Dates Between Earth and Mars The Martian Calendar of Earth Converting From the Julian Period Date Creating a Julian Period Day Database File Truncating Answers Conversion Between Julian-1 and Gregorian Calendars Create a Calendar Leap Year Day Comparisons Swedish Calendar 1700-1712 Fractions of Years, Etc.

Related:

Dave's Fun Stuff's Stuff Green Concepts Jesus' Date of Conception Calendar Coincidence Calendar History Units of Time Food to Lower Blood Pressure Fun With Money Electricity Rates Optical Illusions Celebrity Autographs Eat More Potassium! TV Died Fast Food Fish Sandwich Reviews State Abbreviations Volume Measurements Fun With Math Strip Unicode Mesa Silicon Cajon

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