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A concave function is a mathematical function that satisfies a certain property of convex combinations of its values. Learn the definition, properties, examples and applications of concave functions in various fields of mathematics and science.
Learn the meaning of concave as an adjective and a noun, with synonyms, examples, and word history. Find out how to distinguish concave from convex and related words.
Learn the difference between concave and convex shapes, which curve inward and outward respectively, and how they affect lenses, mirrors, and polygons. Find out the origin and usage of these terms in various contexts.
Concave means curving in or curved inward. Learn how to use this adjective in geometry, physics, economics and other fields with examples and translations.
Learn the difference between concave and convex shapes, lenses, mirrors, polygons, and functions. Find out how to remember the terms and see everyday examples and properties.
Learn the meaning of concave, an adjective that describes something curving inwards, such as a spoon or a mirror. Find out how to pronounce it, see pictures and examples, and explore related words and topics.
Learn what concave means in geometry and see how to identify concave polygons. A concave polygon has dents or indentations where the internal angle is greater than 180°.
Learn the meaning of concave, a word that describes a surface that curves inwards in the middle. Find out the synonyms, related words, and usage examples of concave in different contexts.
Learn how to use the words concave and convex as adjectives or nouns to describe shapes that curve inward or outward. See examples of concave and convex mirrors, spinal curves, and lenses in eyeglasses.
Concave describes an inward curve; its opposite, convex, describes a curve that bulges outward. They are used to describe gentle, subtle curves, like the kinds found in mirrors or lenses.