rounding to the next positve integer - round down to the next smaller positive integer Options  Email this topic  Watch this topic  Print this topic » Normal Threaded

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Erwin_G		#1 Posted : 26 January 2021 12:23:07(UTC)
Rank: Newbie Groups: Registered Joined: 26/01/2021(UTC) Posts: 1 Location: Berlin		Hello All, is there a way to round down to the next smaller positive integer in SMath? Example: 56.6 --> 56 If yes, how can I do that? Many thanks and best regards, Erwin Edited by user 26 January 2021 13:06:46(UTC)  | Reason: Not specified
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PompelmoTell		#2 Posted : 26 January 2021 13:15:28(UTC)
Rank: Advanced Member Groups: Registered Joined: 23/12/2011(UTC) Posts: 319 Location: italy Was thanked: 109 time(s) in 93 post(s)		use the floor () function (for positive numbers) sergio
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Jean Giraud		#3 Posted : 26 January 2021 15:17:24(UTC)
Rank: Guest Groups: Registered Joined: 04/07/2015(UTC) Posts: 6,866 Was thanked: 981 time(s) in 809 post(s)		Originally Posted by: Erwin_G is there a way to round down to the next smaller positive integer in SMath? The Smath round(■ ,n) work numerical, often useful to isolate. If the suite is symbolic, it does not isolate. Then, isolate or transit spool to file for symbolic suite. Cheers ... Jean Maths Round(U,n).sm (6kb) downloaded 7 time(s).
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overlord		#4 Posted : 26 January 2021 18:05:11(UTC)
Rank: Advanced Member Groups: Registered Joined: 23/07/2013(UTC) Posts: 1,129 Was thanked: 510 time(s) in 340 post(s)		Originally Posted by: Erwin_G Hello All, is there a way to round down to the next smaller positive integer in SMath? Example: 56.6 --> 56 If yes, how can I do that? Many thanks and best regards, Erwin Originally Posted by: PompelmoTell use the floor () function (for positive numbers) sergio Sergio is right, floor() is the correct answer. Other functions won't work for your question. Don't bother with other answers. Regards
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Jean Giraud		#5 Posted : 26 January 2021 21:37:22(UTC)
Rank: Guest Groups: Registered Joined: 04/07/2015(UTC) Posts: 6,866 Was thanked: 981 time(s) in 809 post(s)		Image Damier Quick.sm (16kb) downloaded 20 time(s).
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