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The Art of Interface |
Article 11 — Appendix A.38ceil ceiling functionCategory. Mathematics. Abstract. Ceiling: definition, plot and properties. Reference. This article is a part of Librow professional formula calculator project. See also. Floor function. Limited offerProfessional Librow Calculatorvisitfor free
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7.4 MB for Windows 1. DefinitionCeiling is the nearest integer to the righ — smallest integer greater than or equal to the argument. 2. PlotCeiling function defined everywhere on real axis — so, its domain is (−∞, +∞). Its stair-like plot is depicted below — fig. 1. Fig. 1. Plot of the ceiling function y = ceilx.Function codomain is the set of integer numbers. 3. PropertiesWhen using the function be aware, that in general case: ceil(x) + ceil(y) ≠ ceil(x + y) ceil(x) − ceil(y) ≠ ceil(x − y) ceil(x) ceil(y) ≠ ceil(x y) ceil(x) /ceil(y) ≠ ceil(x /y)4. SupportCeiling function ceil of the complex argument is supported by professional version of the Librow calculator. 5. How to useTo calculate ceiling of the number:
To calculate ceiling of the current result:
To calculate ceiling of the number x in memory:
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