[color=#00ffff]¿Cómo podemos crear ángulos en GeoGebra?[/color][br][br]1. primeramente Insertamos un segmento de recta con extremos AB e insertamos otro más con extremos BC. Se formarán los "lados" del ángulo. El punto B será el vértice del ángulo. [br][br]2. segundo oprimimos el botón de ángulo, y damos clic en los puntos A, B y C para que GeoGebra inserte los ángulos. además es muy importante que sea en ese orden para que el ángulo quede contenido en esas paredes. [br][br]3. por ultimo tenemos un ángulo creado con la respectiva medida de dicho ángulo.[br][br][br][br][b][color=#00ff00]Ángulo agudo[/color][/b][br]este angulo mide mas de 0° y menos de 90°[br][br][br][b][color=#00ff00]Ángulo recto[/color][/b][br]es aquel que mide 90°. [br][br][br][b][color=#00ff00]Ángulo obtuso[/color][br][br][/b]es aquel que mide más de 90° y menos de 180°.[br][br][b][color=#00ff00]Ángulo Reflejo[br][/color][/b]cuya medida está entre 180° y 360°[br][img]data:image/png;base64,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[/img]
¿que tipo de ángulo forma el segmento AB y BC.?[br][br][url=https://www.geogebra.org/classic/v3kyvmje]Gráfica [br][/url][img]data:image/png;base64,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[/img]
La clasificación de ángulos es respecto a las relaciones [br]angulares que existen en un par de ángulos, clasificándose en: [br]adyacentes, congruentes, opuestos y verticales, que se subdivide [br]en internos, alternos internos, externos, alternos externos y [br]correspondientes
Dos ángulos son adyacentes si tienen un lado en común y no tiene [br]puntos interiores comunes.[br][img]data:image/png;base64,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[/img][br]Los ángulos congruentes son los que tienen la misma medida.[br][img]data:image/png;base64,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[/img][br]Dos ángulos son complementarios cuya suma de medidas es igual a [br]90° (π/2 rad). A cada ángulo se lo llama complemento del otro. [br][img]data:image/png;base64,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[/img][br]Dos ángulos son suplementarios cuya suma de medidas es igual a [br]180° (π/2 rad).[br][br][img]data:image/png;base64,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[/img]
¿Qué ángulo forman los ángulos complementarios?
¿Qué ángulo forman los ángulos suplementarios?