In mathematics, translation means moving an object from one location to another. It is a term often used in geometry. In translation, the object is moved without rotating, reflecting or resizing it.
Continue ReadingTranslation is a type of transformation in math. A transformation refers to the four various ways wherein the shape of a point, a line or an object is manipulated. The object's initial shape and position is called the pre-image while the final position and shape of the manipulated object is called the image under the transformation. Aside from translation, other types of transformations include reflection, rotation and dilation.
In translating an object, every point of the object's shape must move in the same direction and the same distance. The properties of translated objects are given below.
To translate an object simply means sliding it somewhere else, either in a side to side direction or an up and down movement. One way to easily recall how translation is done is to remember that "tranSLate means SLide".
Learn more about GeometryA scale in mathematics refers to the ratio of a drawing in comparison to the size of the real object. A ratio is a relative size that represents typically two values. For example, 1:3 pears and grapefruits represents that there is one pear for every three grapefruit.
Full Answer >A geometrical translation moves or slides a shape a fixed distance without rotating it, resizing it or performing any other sort of transformation to it. Translations move every point within the shape the same distance and preserve the geometrical properties of the original shape.
Full Answer >A counterexample, in geometry as in other areas of mathematics and logic, is an example that one uses to prove that a particular statement is false. A simple example from primary mathematics uses the statement "the inverse of a number is never an integer," and its counterexample would be 1/4. The inverse of 1/4 is 4, which is an integer. For geometry, finding counterexamples involves a few more calculations.
Full Answer >In mathematics, vertical angles are always congruent. Vertical angles are the angles positioned opposite from each other when two lines intersect. They are called vertical because the angles share the same vertex, or corner point, not because they run vertically on a page.
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