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Floor and ceiling functions
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From Wikipedia, the free encyclopedia
This is an
old revision
of this page, as edited by
64.7.163.46
(
talk
)
at
22:59, 30 May 2002
. The present address (URL) is a
permanent link
to this revision, which may differ significantly from the
current revision
.
Revision as of 22:59, 30 May 2002 by
64.7.163.46
(
talk
)
(diff) ← Previous revision |
Latest revision
(
diff
) |
Newer revision →
(
diff
)
If x is a
real number
, floor(x) is the largest
integer
less than or equal to x.
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Floor and ceiling functions
31 languages
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