isometric math definition
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Isometric projection The term isometric comes from the Greek for equal measure, reflecting that the scale along each axis of the projection is the same (unlike some other forms of graphical projection).
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Symmetry (geometry) A drawing of a butterfly with bilateral symmetry, with left and right sides as mirror images of each other. A geometric object has symmetry if there is an operation or transformation (technically, an isometry or affine map) that maps the figure/object onto itself; i.e., it is said that the object has an invariance under the transform.
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Tessellation 1 The mathematical term for identical shapes is congruent - in mathematics, identical means they are the same tile. 2  The tiles are usually required to be homeomorphic (topologically equivalent) to a closed disk, which means bizarre shapes with holes, dangling line segments or infinite areas are excluded.
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- Basic Axioms of Algebra: Learn. 1  An Axiom is a mathematical statement that is assumed to be true. 2  Reflexive Axiom: A number is equal to itelf. 3  Symmetric Axiom: Numbers are symmetric around the equals sign. 4  Transitive Axiom: If a = b and b = c then a = c. 5  Additive Axiom: If a = b then a + c = b + c.  Multiplicative Axiom: If a = b then ac = bc.
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Ballistic Stretching Isometric stretching is a type of static stretching (meaning it does not use motion) which involves the resistance of muscle groups through isometric contractions (tensing) of the stretched muscles (see section Types of Muscle Contractions).
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Properties of Trapezoids and Kites Definition: An isosceles trapezoid is a trapezoid whose legs are congruent. By definition, as long as a quadrilateral has exactly one pair of parallel lines, then the quadrilateral is a trapezoid. The definition of an isosceles trapezoid adds another specification: the legs of the trapezoid have to be congruent.
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isometric view isometric view. In computer graphics, a rendering of a 3D object that eliminates the distortion of shape created by true perspective. In isometric views, all lines on each axis are parallel to each other, and the lines do not converge.
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Colloquialism Usage [edit]. Colloquial language is distinct from formal speech or formal writing. It is the variety of language that speakers typically use when they are relaxed and not especially self-conscious. Some colloquial speech contains a great deal of slang, but some contains no slang at all. Slang is permitted in colloquial language, but it is not a necessary element. Other examples of colloquial usage in English include contractions or profanity.
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Top 30 Doctor insights on: Left Lower Lobe Pneumonia March 4 left lower lobe pneumonia. 1. Get help from a doctor now ›. Yes,: You can get pneumonia again, but unless you have underlying medical issues predisposing you to pneumonia, you shouldn't be at any more increased risk.
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asymmetric not identical on both sides of a central line; unsymmetrical; lacking symmetry: Most faces are asymmetric. 2. (of a logical or mathematical relation) holding true of members of a class in one order but not in the opposite order, as in the relation “being an ancestor of.”.
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Isometric exercise Isometric exercise or isometrics are a type of strength training in which the joint angle and muscle length do not change during contraction. Isometrics are done in static positions, rather than being dynamic through a range of motion.
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What is an isometric drawing? Isometric drawings are 3D drawings. They show three sides, all in dimensional proportion, but none are shown as a true shape with 90 degree corners. All the vertical lines are drawn vertically but all horizontal lines are drawn at 30 degrees to the base line.Isometric is an easy method of drawing 3D images.hey show three sides, all in dimensional proportion, but none are shown as a true shape with 90 degree corners. All the vertical lines are drawn vertically but all horizontal lines are drawn at 30 degrees to the base line.
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trapezoid The term isosceles trapezoid is used to mean a trapezoid with two opposite sides equal, but not parallel. The Teaching of Geometry David Eugene Smith. An interesting variation of the ordinary proof is made by placing a trapezoid T', congruent to T, in the position here shown.
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isometric Medical Definition of ISOMETRIC. 1. : of, relating to, or characterized by equality of measure; especially: relating to or being a crystallographic system characterized by three equal axes at right angles. 2.
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- Isometric Geoboard. A physical geoboard is a board with nails hammered into it. Shapes are created by stretching elastics around the nails. In this virtual manipulative you stretch geobands around the red nails.. 1  Add a geoband to the board.2  Connect a geoband to additional pegs. physical geoboard is a board with nails hammered into it. Shapes are created by stretching elastics around the nails. In this virtual manipulative you stretch geobands around the red nails.. 1  Add a geoband to the board. 2  Connect a geoband to additional pegs.
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Isoline An isotach (from ταχ or tach, meaning 'speed') is a line of constant wind speed. In general, an isogon is a line along which an angle is held constant. In meteorology, the term refers to a line of constant wind direction.
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- Mathematics. 1  1. Of or relating to a transformation of coordinates that is equivalent to a linear transformation followed by a translation. 2  2. Of or relating to the geometry of affine transformations.
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Euclidean geometry Euclidean geometry is an axiomatic system, in which all theorems (true statements) are derived from a small number of axioms. Near the beginning of the first book of the Elements, Euclid gives five postulates (axioms) for plane geometry, stated in terms of constructions (as translated by Thomas Heath):
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- In isometric projection the angles between the projection of the axes are equal i.e. 120. It is important to appreciate that it is the angles between the projection of the axes that are being discussed and not the true angles between the axes themselves which is always 90.
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- In isometric projection the angles between the projection of the axes are equal i.e. 120. It is important to appreciate that it is the angles between the projection of the axes that are being discussed and not the true angles between the axes themselves which is always 90.ence, we need to generate a scale to establish the length of the foreshortened edges of an object so that it can then be drawn on paper. In isometric the three angles between the projection of the axes are equal, so the degree of foreshortening along each of the axes is the same. Isometric means equal measure.
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Isotonic vs. Isometric exercises Isometric Exercise. Writing for the Mayo Clinic, Dr. Edward Laskowski defines isometric exercise as contractions of a particular muscle or group of muscles. Unlike with isotonic exercises, isometric exercises do not move muscles through a range. Instead, the muscles are stable, done in one position so that there is tension but no change in length. Isometric exercise is also known as static strength training.
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Isotropy A manifold is isotropic if the geometry on the manifold is the same regardless of direction. A similar concept is homogeneity. Isotropic quadratic form. A quadratic form q is said to be isotropic if there is a non-zero vector v such that q(v) = 0; such a v is an isotropic vector or null vector.
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- Choosing an Allograft from MTF. 1  An allograft is bone or soft tissue that is transplanted from one person to another. Transplanted bone, tendons, cartilage and skin are used extensively in orthopaedics, neurosurgery, as well as plastic, general and dental surgeries. In this country, an estimated 900,000 allografts are transplanted each year.
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EXERCISE isometric exercise; isometrics (muscle-building exercises (or a system of musclebuilding exercises) involving muscular contractions against resistance without movement (the muscles contracts but the length of the muscle does not change))
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orthographic projection Two-dimensional isometric or oblique views of a three-dimensional object on a drawing surface at right angles to the views and the lines of sight (projection). In these views the lines of the object parallel to the drawing surface are of true length and thus can be drawn to scale.
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Isometric Exercises - Isometrics | Isometric Training Tips & Workouts Isometrics are derived from Greek words-Isos { equal} + Metrikos { meaning measurement }. Isometrics are defined as a type of muscle contractions wherein the muscle develops tension without changing length. In the language of Exercise Science tension in the cross-bridges equals the resistance to shortening and the muscle length remains relatively constant.