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The branch of mathematics that deals with the deduction of the properties, measurement, and relationships of points, lines, angles, and figures in space from their defining conditions by means of certain assumed properties of space. |
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The border or outer boundary of a two-dimensional figure. |
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A straight line passing through the center of a circle or sphere and meeting the circumference or surface at each end. |
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A figure, usually consisting of a line drawing, made to accompany and illustrate a geometrical theorem, mathematical demonstration, etc. |
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A force equal to the weight of one kilogram mass. |
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A large-scale, atmospheric wind-and-pressure system characterized by low pressure at its center and by circular wind motion. |
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A vacuum bottle or similar container lined with an insulating material, such as polystyrene, to keep liquids hot or cold. |
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A person who is legally qualified to practice medicine; doctor of medicine. |
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A book or set of books containing articles on various topics, usually in alphabetical arrangement, covering all branches of knowledge or, less commonly, all aspects of one subject |
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An instrument that measures and indicates temperature. |
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The science of matter and energy and the relations between them. |
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A message or communication sent by telegraph. |
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Of or pertaining to grammar. |
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Meteorology . Any instrument that measures atmospheric pressure. Compare aneroid barometer, mercury barometer. |
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A device, including a relay actuated by thermal conduction or convection, that functions to establish and maintain a desired temperature automatically or signals a change in temperature for manual adjustment. |
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Physical or bodily structure, appearance, or development |
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A motor vehicle similar to a bicycle. |
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Also, thermic. of, pertaining to, or caused by heat or temperature. |
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Of or occuring in cycles. |
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