Convert 360 degree into sexagesimal form(degrees,minutes and seconds).
360\(^\circ\)0'0"
are you sure ?
Yes
but in my book,this is not the answer
What's the answer in your book?
Did you mean base 60 lol
But you're talking about degrees so no
\[\huge \bf 360^{o}=359^{o}59'60"\]
Well...
Do you write 1000 as 9*100+9*10+10*1?
Or \(99A_{10}\)?
@Loser66 can you help me out?
you have the correct answer, what do you want more?
just @kc_kennylau told the answer is the correct answer. @Loser66
the logic is they are equivalent. Like if I say, I spent 2 hours to go to school and I spend 1 hour and 60 minutes to go to school. That's it
got me? the cost of the book is 1 dollar = the cost of the book is 100 cents. that's it
tell me what is the answer :- \[\large \bf 360^{o}-(245^{o}24'30")\]
Then in this case you can express \(360^\circ\) as \(359^\circ59'60"\) because they're equivalent and it'll actually help you
and what about only 360 degrees
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