Actividad orden de fracciones

Orden de fracciones
Teniendo en cuenta estas fracciones, ¿Cuál dirías que es la mayor y por qué?[br][img]data:image/png;base64,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[/img]
Y en este ejemplo ¿Cuál dirías que es la fracción mayor y por qué?[br][img]data:image/jpeg;base64,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[/img]
Después de hacer estas actividades, ¿coincides con lo que dice este texto?
Comparación de fracciones con igual denominador: [br] - Dos fracciones con el [b]mismo denominador[/b] es [b]MENOR[/b] la que MENOR [b]numerador [/b]tiene.[br][br]Comparación de fracciones con igual numerador:[br] - Dos fracciones con el [b]mismo numerador[/b] es [b]MENOR[/b] la que tiene MAYOR [b]denominador.[/b][br][br]Comparación de fracciones con numeradores y denominadores diferentes:[br] - Primero debemos operar para buscar un [b]denominador común.[br][/b] - Una vez tengamos el mismo denominador, haremos la comparación que ya hemos explicado anteriormente.
Si tenemos dos fracciones con igual denominador y numeradores diferentes, ¿ Cuál sería mayor?
Cuando tenemos dos o más fracciones de distinto denominador ¿Cómo las comparamos?
Comparando fracciones!!
Observa las fracciones que aparecen en el ejercicio y ordénalas de mayor a menor y explica cómo lo has hecho.
Observa de nuevo las fracciones y ordénalas de menor a mayor. No basta con poner solo el resultado, debes explicar cómo has llegado a esa solución.
Imagina que estas fracciones tienen de denominador 12, sin cambiar sus numeradores, ¿cómo quedaría ordenador de mayor a menor? Muestra el proceso.
Ahora haremos este mismo proceso, pero de manera inversa, debes buscar un numerador igual para todas las fracciones y ordenarlas.
Close

Information: Actividad orden de fracciones