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The Art of Mathematics |
Help 6.29floor — floor function1. DefinitionFloor is the nearest integer to the left — the larget integer less than or equal to the argument. 2. GraphFloor function defined everywhere on real axis — so, its domain is (−∞, +∞). Its stair-like graph is depicted below — fig. 1. Fig. 1. Graph of the floor function y = floorx.Function codomain is the set of integer numbers. 3. How to useTo calculate floor of the number:
To get floor of the complex number:
To get floor of the current result:
To get floor of the number z in calculator memory:
4. SupportFloor function of the complex argument is supported in professional version of the Librow calculator. |
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