Definition of mathematical

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Mathematical (a.) Of or pertaining to mathematics; according to mathematics; hence, theoretically precise; accurate; as, mathematical geography; mathematical instruments; mathematical exactness..

Lern More About Mathematical

Temperament :: Temperament (v. t.) A system of compromises in the tuning of organs, pianofortes, and the like, whereby the tones generated with the vibrations of a ground tone are mutually modified and in part canceled, until their number reduced to the actual practicable scale of twelve tones to the octave. This scale, although in so far artificial, is yet closely suggestive of its origin in nature, and this system of tuning, although not mathematically true, yet satisfies the ear, while it has the convenienc
Cone :: Cone (n.) Anything shaped more or less like a mathematical cone; as, a volcanic cone, a collection of scoriae around the crater of a volcano, usually heaped up in a conical form..
Scheme :: Scheme (n.) Any lineal or mathematical diagram; an outline.
Sector :: Sector (n.) A mathematical instrument, consisting of two rulers connected at one end by a joint, each arm marked with several scales, as of equal parts, chords, sines, tangents, etc., one scale of each kind on each arm, and all on lines radiating from the common center of motion. The sector is used for plotting, etc., to any scale..
Calculate :: Calculate (v. i.) To ascertain or determine by mathematical processes, usually by the ordinary rules of arithmetic; to reckon up; to estimate; to compute..
Diagraphics :: Diagraphics (n.) The art or science of descriptive drawing; especially, the art or science of drawing by mechanical appliances and mathematical rule..
Diesis :: Diesis (n.) A small interval, less than any in actual practice, but used in the mathematical calculation of intervals..
Straight :: Straight (superl.) Right, in a mathematical sense; passing from one point to another by the nearest course; direct; not deviating or crooked; as, a straight line or course; a straight piece of timber..
Generatrix :: Generatrix (n.) That which generates; the point, or the mathematical magnitude, which, by its motion, generates another magnitude, as a line, surface, or solid; -- called also describent..
Expansion :: Expansion (n.) The enlargement of the ship mathematically from a model or drawing to the full or building size, in the process of construction..
Set :: Set (n.) A number of things of the same kind, ordinarily used or classed together; a collection of articles which naturally complement each other, and usually go together; an assortment; a suit; as, a set of chairs, of china, of surgical or mathematical instruments, of books, etc..
Generation :: Generation (n.) The formation or production of any geometrical magnitude, as a line, a surface, a solid, by the motion, in accordance with a mathematical law, of a point or a magnitude; as, the generation of a line or curve by the motion of a point, of a surface by a line, a sphere by a semicircle, etc..
Graphics :: Graphics (n.) The art or the science of drawing; esp. of drawing according to mathematical rules, as in perspective, projection, and the like..
Iatromathematical :: Iatromathematical (a.) Of or pertaining to iatromathematicians or their doctrine.
Euharmonic :: Euharmonic (a.) Producing mathematically perfect harmony or concord; sweetly or perfectly harmonious.
Cursor :: Cursor (n.) Any part of a mathematical instrument that moves or slides backward and forward upon another part.
Mathematic :: Mathematic (a.) See Mathematical.
Operand :: Operand (n.) The symbol, quantity, or thing upon which a mathematical operation is performed; -- called also faciend..
Hydrodynamics :: Hydrodynamics (n.) That branch of the science of mechanics which relates to fluids, or, as usually limited, which treats of the laws of motion and action of nonelastic fluids, whether as investigated mathematically, or by observation and experiment; the principles of dynamics, as applied to water and other fluids..
Monochord :: Monochord (n.) An instrument for experimenting upon the mathematical relations of musical sounds. It consists of a single string stretched between two bridges, one or both of which are movable, and which stand upon a graduated rule for the purpose of readily changing and measuring the length of the part of the string between them..
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