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Suma de fracciones con distinto denominador

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Suma de fracciones con distinto denominador

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Suma de fracciones con distinto denom.

Created by

Isabel Ceballos
Isabel Ceballos
Guatemala

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Suma de fracciones con distinto denominador
 

Suma de fracciones con distinto denominadorOnline version

Suma de fracciones con distinto denom.

by Isabel Ceballos
1

1. Idea clave

La suma de fracciones con denominadores diferentes requiere encontrar un denominador común para poder sumar.

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2. Identifica denominadores

Detecta los denominadores de las fracciones que quieres sumar. Por ejemplo, 3/4 y 5/6 tienen 4 y 6 como denominadores.

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3. Busca el mínimo común

Calcula el mínimo común múltiplo (MCM) de los denominadores para obtener un denominador común.

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4. Convierte las fracciones

Convierte cada fracción a una equivalente con el denominador común usando su factor de conversión.

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5. Realiza la conversión

Multiplica numerador y denominador por el factor adecuado para cada fracción para alcanzar el denominador común.

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6. Suma los numeradores

Una vez con el mismo denominador, suma los numeradores y conserva el denominador común.

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7. Simplifica la fracción

Si es posible, simplifica la fracción resultante dividiendo numerador y denominador por su máximo común divisor.

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8. Caso práctico 1

Ejemplo: 1/3 + 1/6. MCM(3,6)=6. Convertimos a 2/6 y 1/6, luego sumamos: 3/6 = 1/2.

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9. Caso práctico 2

Ejemplo: 2/5 + 3/4. MCM(5,4)=20. Convertimos a 8/20 y 15/20; suma → 23/20 = 1 3/20.

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10. Consejos finales

Verifica siempre: ¿el resultado se puede simplificar? ¿el denominador es positivo? Y recuerda practicar con diferentes pares.
 
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