A year is actually 365.2422 days.How do we deal with the leftover time?
548655
We call it leap year by just adding a day.
851945
You suggest a year is 365 days. Wrong.\nA year = 365.24219040 days. (That's why we have leap years)\nThat is important when you want to know in seconds.31556925 s\n\nTh
1064894
365 days/year * 24 hours/day * 60 min/hour * 60 sec/min = 31536000 secs/year\n\nFor a leap year\n366 days/year * 24 hours/day * 60 min/hour * 60 sec/min = 31622400 secs/year\n\nSome would be tempted to give this answer:\n365.24219907407407407407407407407 days/year * 24 hours/day * 60 min/hour * 60 sec/min = 31556926 secs/year, however a calendar year does not contain partial days. Leap years are used to make up for the missing parts of the day.
8734
1 year = 525 948.766 minutes
587540
There are aproximately 365 days in a year.
826958
First calculate how many seconds there are in a year.\n\n60 * 60 *24 * 365 = 31535000 seconds in a year.\n\nThen multiply that by how far light travels in one second (it's easier to use a scientific calculator and scientific notation.\n\n1.86 x 10 ^ 5  * 31535000 = about 5.86 X 10^12 miles\nThat would be 5 with 12 number places trailing it so....\n5,860,000,000,000 is pretty darn close to 5.88 trillion miles.  Now I know my calculation is slightly off.  Your teacher was probably looking for a leap year in the equation.  When multiplying by the # of days in a year, use 365.25 instead of 365.
842015
If you are asking how many minutes are in a year, the answer is:\n\n525,948.766 Minutes\n\nTo get a close answer you can take 365.25 (approx days in a year) x 24 (hours a day) x 60 (mins per hour).  That = 525,960.  The more specific answer I first listed I found by typing "how many minutes in a year" into Google's search.
797450
Oh dear- that's a difficult one ! Let me see now, 52 weeks in a year (with a day or three over) divided by four, looks like 13 (with a day or three over.....)
1021138
Approximately 52.  If you can remember how many days are in a year, divide by 7\n\n365/7 = 52.1 or so.
107932
These are kind of fun if you apply dimensional analysis over and over again.  Lets assume that our years are 365, 365, 365, 366 days, and that we'll experience two leap years in the time span.  This is then 8*365 + 2*366 days, which is our starting point\n\n3652 days\n\nnow we know that there are 24 hours = 1 day, so take this formula and multiply both sides by (1/day) to get 24 hours/day = 1.  Since multiplying by 1, by this equation multiplying by 24 hours/day does not change value\n\n3652 days * 24 hours / day\n\nNow cancel the "day" term in the numerator and denomenator\n\n3652 * 24 hours\n\nNow do the same thing for minutes and then for seconds.  60minutes/hour = 1 so\n\n3652 * 24 * 60 hours * minutes / hour\n\ncancel hour and apply 60 seconds/minute = 1\n\n3652 * 24 * 60 * 60 minutes * seconds / minute\n\nand cancel the minute term and perform the multiplication:\n\n315,532,800 seconds
65532
365.2425 Days\n8760 Hours\n525,600 Minutes\n31,536,000 Seconds
16582
to tell you with approximate data the earth completes it revolution in 356 and a quarter days. This 1/4 adds up to one full day every 4 years. Thus we need to have this compensatory extra day every four years.
60849
There are 365 days in 2006 as there are in every year but leap year. The next leap year is 2008 and then every four years after that.\n\nThis year is one second longer though, as we had a leap second right at midnight on Jan. 1, 2006.
51179
365 except on leap years; then it's 366. (technically it's like 365.25 days a year. we just save up the extra 0.25 until we have a whole day to spend.)
156427
28 days\nActually.... on the 28th day.
902159
ok, \n\n1,432,567  -\n              2  -  (days left for nov this year)\n            31  -  (days in dec)\n--------------\n1,432,534  /\n          365     (days in a regular year)\n---------------\n  3,924. 7506   years. ignore the decimals for now, but remeber \n                         them for later.\n\nso \n\n3,924 / \n       4    Years between leap years\n--------\n   981    exrta years for the leap years. which is one day extra. so \n             this number is years, because we are working in years\n             for now (the decimals we are saving are the days)\n\nso\n\n3,924 +\n   981\n---------\n4,905     this is our total numer of years to add from the\n              begining of 2007 (our first sum minused the days left\n              in this year.\n\nso \n\n2007  +\n4905\n-------\n6912  This is the year.\n\nfor the days:\n\nso the decimals from before were .7506. we need to convert this from a point of a year to days.\n\n0.75 is 3 quarters, 3 quarters of a year is September. the remander decimals is 06. for this to become a teen number it has to reach 10. so we need to divide the number of days in sep which is 30 by 9 and multiply by 6 for the date. it will say 19.9* (we round numbers up from .5 so its the 20th\n\nmy predicted date is\n\n20th Sep 6912.\n\n(or so I think) my brain hurts! lol
80373
I'd like to agree with the first answer, because it\n*does* take leap years into account (that's why\nit suggests that each year is 365.25 days).\n\nThe only thing I can add is that I did a google search\non the "length of a year", and it suggests using\nthe following value (which appears to subtract out\nthe 3 out of 4 century years which are NOT leap years\neven though the year is divisible by 4):\n\n365.242199 days\n\nThus another value for hours is: 130*24*265.24199