EXAMEN 4º DE PRIMARIA

1. Une la fracción con su dibujo correspondiente:
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[/img]
2. Señala si las siguientes afirmaciones son verdaderas o falsas y explica el porqué:
Una fracción propia es aquella en la que el numerador es mayor que el denominador:
1+1/3 > 1
1/4 de 1€ = 25 céntimos.
Doce tercios = 3/12
0,2 = 1/3
3. Indica si estas fracciones son >,< o = que la unidad. Además, rodea con un círculo aquellas que sean fracciones impropias.
1/3 [img]data:image/png;base64,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[/img] 1
6/6 [img]data:image/png;base64,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[/img] 1
3/2 [img]data:image/png;base64,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[/img] 1
9/10 [img]data:image/png;base64,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[/img] 1
2+2/7 [img]data:image/png;base64,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[/img] 1
4. Resuelve el siguiente problema:
El abuelo Alberto tiene 120€ que quiere repartir entre sus tres nietos: Victor, Lucía y Carlos. A Victor le da 1/3 del dinero,a Lucía le da 40€; y el resto, se lo da todo a Carlos. ¿Cuánto dinero recibe cada nieto?¿Qué fracción del dinero recibe cada uno?
5. Resuelve el problema:
En el curso de 4º del Colegio Lourdes hay 100 alumnos. De estos alumnos 1/4 juegan al balonmano, 1/4 al baloncesto y 1/2 juega al fútbol. ¿Cuántos alumnos juegan a cada deporte? ¿Cuántas veces es mayor el número de alumnos que practican fútbol que los que practican balonmano?
6. resuelve el siguiente problema:
Si Marco tiene 3/2 de los cromos que tiene Julio, y Julio tiene 20 cromos, ¿cuántos cromos tiene Marco? [br]Y si yo tengo 4/3 del total de cromos de Marco, ¿cuántos cromos tengo yo?
En este apartado puedes realizar todas operaciones que necesites:
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Information: EXAMEN 4º DE PRIMARIA