relationship between days,hours and seconds?
536116
the second is defined as an international standard and the rest as multiples of it
771253
Actually time is measured in multiples of 24.  It may have something to do with our angular measurement system.  The Earth rotates 360° every 24 hours.  Each hour represents 15° of angular rotation.  Each minute of time represents 15 minutes of angular rotation and each second of time represents 15 seconds of angular rotation.  As to where our time measurement system came from, I don't know, but it could probably be found out pretty easily by doing a few searches.\n\nCheck this link for books on the subject:\nhttp://books.google.com/books?q=origin+of+time+measurement&ots=V7_ssegXJ4&sa=X&oi=print&ct=title
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
127843
www.timeanddate.com\n\nGo to that website...you can calculate stuff like that there.
610525
B\n\n1 day = 24 hours\n4 half life periods\n\n10\n5\n2.5\n1.25\n.625
168473
2 3/4 hours = 2:45\n10:50 +2:45 = 12 :95 = 13:35 = 1:35 pm
904808
You could solve this by figuring out the rate the hour hand turns and the minute hand turns, etc.  But it is much easier to think laterally.\n\nThe hour and minute hands of a clock line up perfectly at 12 noon, then again at regular intervals after that.  But those intervals are not an even hour.  It's a little more.\n\nBecause the hands line up *eleven* times in a 12 hour period, the interval between alignment is 12/11.\n\nIf you convert this to a time, it is exactly:\n12/11 = 1.0909... hours\n= 1 hour 5.4545... minutes\n= 1 hour 5 minutes 27.2727 seconds\n= 1 hour 5 minutes 27 3/11 seconds.\n\nSo the time when the hour and minute hands align perfectly will be at: 1:05:27 3/11\n\nFirst alignment: 1:05:27 3/11\nSecond alignment: 2:10:54 6/11\nThird alignment: 3:16:21 9/11\n...\nTenth alignment: 10:54:32 8/11\nEleventh alignment: 12:00:00\n\nThe time between one and two o'clock is:\n1 hour 5 minutes 27 3/11 seconds.
523541
M.\nS= second\nM= minute\nH= hour\nD= day\nW= week\nthe next one would be month
389316
if the day before yesterday was monday, then yesterday was tuesday and today is wednesday. tomorrow is thursday, two days after tomorrow is saturday, and the day after that will be sunday.
813180
three variables are related to time ...( X,Y,Z,) related to time\n\nthe total derative can be expressed by the sum of the partials... that is dx/dt + dy/dt + dz/dt = total derative....\n\nthe partial with respect to x (dx/dt)  plus\nthe partial with respect to y (dy/dt)  plus\nthe partial with respect to z (dz/dt)  equals\n\nthe total derative\n\nthe partial gives us an idea of how the function acts on that varaible
469972
the day, month, and year will all be one number apart, when the clock gets to 1:02:03\n01:02:03, 04/05/06
806453
So simple.... The letter "E" ...\n\nThe day means...sunday monday, tuesday, wednesday, thursday, and so on....\n\nTuesday have one "E" and Wednesday have two "E" so there are 3 "E" in day... \n\nAnother way to justify this is by listing morning, afternoon, evening and night. if you count the "E" there are 3 "E".\nSo that explains it...Am i right guys?...
1099051
01:01:42 PM\nhr:min:sec.\n\nTo distinguish between am and pm is if the hour number is larger than 12 it's pm. Just subtract the hour and you get the normal hour.\n\nIf it's smaller than 12 it's am
719425
ya, that one has the same dimension as that of time.see how that eqn is derived.you find distance covered by 'n' seconds then distance covered by (n-1) seconds.subtract.and you get the eqn.... but see wat is the difference b/w the time n and n-1. it is one second..this is the one that appeared in the eqn and confused you.is it clear?
257830
60 seconds make up a minute\n60 minutes make up an hour\n24 hours make up a day\n365 days make up a year
40920
60 seconds in a minute, 60 minutes in an hour, 24 hours in a day, 365 days in a year. Multiple 60, 60, 24, and 365 and you get 31,536,000 \n(unless it is a leap year or there is a leap second)
834683
YES!  YOU GO GIRL!!!! :-)\n\n1/4 hr = 2/8 hr\n\nSo, 2/8 + 5/8 = 7/8!\n\nYay for you!\n\n~ ♥ ~