
Prueba de evaluación final 4ºEP
[b]1. Ramón tiene una frutería y quiere ordenar los cajones de fruta del almacén según su peso. El inventario del almacén es el siguiente:[/b][br][br][list][*]Cajón de melones de 18/4 de kilo.[/*][*]Cajón de manzanas de 20/3 de kilo.[/*][*]Cajón de naranjas de 7/5 de kilo.[/*][*]Cajón de fresas de 18/10 de kilo.[/*][/list][br]
[b]Numera cada uno de los cajones para que estén ordenador de menor a mayor peso. Realiza las operaciones que necesites en una hoja aparte.[/b]
[justify][b]2.[/b] [b]Carlota trae dos tabletas de chocolate al colegio para compartirla en el recreo con sus amigos: Paula, Julio y Lorena. ¿Qué fracción de la tableta tendrán que coger cada uno de los cuatro amigos para que puedan comer la misma cantidad de chocolate? Colorea con diferentes colores la fracción de tableta que comerá cada uno y escribe el resultado con palabras. [/b][/justify] [i]OPERACIONES[/i]:

[i]RESULTADO:[/i]
[b]3. Mohamed ha ido a comprar material escolar a la tienda del barrio, y ha comprado un lápiz por veinticinco céntimos, un cuaderno por dos euros y medio y un estuche de cuatro euros. ¿Cuánto dinero se ha gastado en total? Expresa el resultado en céntimos.[/b] [br] [br][i] OPERACIONES:[/i]

[i]RESULTADO:[/i]
[justify][b]4. Ana, Luis y Fátima están practicando salto de longitud en clase de Educación Física. De un salto, Ana alcanza 1,13 metros; Luis alcanza 1,017 metros y Fátima, 1,22 metros. ¿Quién ha dado un salto más largo? Representa en la recta el punto al que ha llegado cada compañero.[/b][br][/justify]

[i]RESULTADO: [/i]
Fracción como parte de un todo
¿Qué es el significado de las fracciones como parte todo?
En este significado la fracción se entiende como [b]partes de un todo.[/b][br][br][b]El todo[/b] es la unidad y las partes son las [b]partes iguales en las que dividimos la unidad[/b][b].[br][br][/b]Por lo tanto, la fracción representa el número de partes en la unidad. [br][br][br][b]Por ejemplo:[/b] María ha hecho una pizza, la pizza es la unidad, el todo. Para repartirla la divide en seis trozos iguales, esas son las partes en las que dividimos la unidad. [br][br]Entonces, ¿Cuál sería la fracción que representa el número de partes de la unidad? La fracción sería [math]\frac{6}{6}[/math]; esta fracción representaría el "todo". Si María y yo cogemos un trozo de la pizza cada una, la pizza que hemos cogido serían [math]\frac{2}{6}[/math], y sería una parte del total de la pizza, una parte del "todo".
Ejemplo

Aquí podemos apreciar un ejemplo del significado parte todo: El todo es [math]\frac{4}{4}[/math] o 1, la unidad y la parte es el trozo seleccionado, una parte de la unidad: [math]\frac{1}{4}[/math]. La fracción indica que el todo se ha dividido en 4 partes iguales, y de estas 4 partes iguales hemos seleccionado una: [math]\frac{1}{4}[/math].
APPLET INTERACTIVO
En este applet deberás contestar a la pregunta en color morado con una fracción en los recuadros blancos: en el de arriba debes poner el numerador, y en el de abajo el denominador. Cuando estés seguro de tu respuesta, haz clic en "Corregir" para comprobar si está bien. Si quieres hacer otro ejercicio parecido, haz clic en "¡Hago otro!".[br][br]Puedes cambiar el aspecto de la fracción para que tengan fondo plano o para que sean una comida distinta, como una tortilla o una empanada. Para ello, pulsa en el triángulo invertido junto a la palabra "pizza".
¡VAMOS A PRACTICAR!
Responde a las siguientes preguntas y resuelve los problemas que encontrarás a continuación. Como no puedes escribir fracciones en vertical en la caja de respuesta, puedes responder escribiendo primero el numerador, después una barra diagonal (presionando el boton "shift" y el número 7 en el teclado), y después tu denominador.[br][br]Por ejemplo, si quisiera escribir [math]\frac{1}{4}[/math], escribiré 1/4.
Ejercicio 1: ¿Qué fracción del todo corresponde al área coloreada?

Respuesta:
Ejercicio 2: ¿Qué fracción del todo corresponde al área coloreada?

Respuesta:
Ejercicio 3: ¿Qué fracción del todo corresponde al área coloreada?

Respuesta:
Problema 1
Marta ha celebrado su cumpleaños con sus amigos. Todos han comido tarta y al final de la fiesta quedan 4/11 de tarta. [br][br]Representa en tu cuaderno cuanta tarta han comido los amigos y después, representa cuanta tarta queda.[br][br][img]https://cdn5.dibujos.net/dibujos/pintados/202011/tarta-de-fresas-comida-lacteos-y-postres-11720196.jpg[/img]
Problema 2: Pablo, Olivia e Irene han cenado una pizza y se la han acabado. Pablo ha comido 2/5 y Olivia 1/5. ¿Cuánta pizza ha comido Irene?
Problema 3: En un concurso de tortillas de patata, gana quién más tortilla coma. Álvaro ha comido 5/8 de la suya, Julia ha comido 7/9 de la suya y Marco ha comido 2/3 de la suya.
[br][img]https://cdn1.cocina-familiar.com/recetas/tortilla-de-patata-con-cebolla.jpg[/img]
Representa con tres tortillas iguales cuánto ha comido cada uno y responde las preguntas.
¿Quién de los tres ha ganado el concurso?
¿Quién de los tres ha perdido el concurso?
Material manipulativo para maestros
En este apartado encontrará dos vídeos con interesantes aportaciones dobre tres materiales didácticos aplicables a la enseñanza de suma de fracciones: fracciones manipulativas de goma eva, regletas de Cuisenaire y rectas numéricas. Debajo de los vídeos encontrará enlaces para comprar el material que usamos en nuestro vídeo y maneras de hacerlo en casa como una opción más asequible para usted o sus alumnos.
VÍDEO EXPLICATIVO - COMO USAR REGLETAS O RECTAS NUMÉRICAS PARA EXPLICAR LA SUMA DE FRACCIONES MEDIANTE EL MODELO LINEAL

REGLETAS DE CUISENAIRE CASERAS
Para comprar este artículo por Amazon, puede hacer click en este enlace: https://www.amazon.es/gp/product/B000URMV7I/ref=ppx_yo_dt_b_asin_title_o05_s00?ie=UTF8&psc=1 [br][br]Si prefiere hacerlas a mano, los materiales necesarios serán:[br]1 lápiz[br]1 rotulador fino[br]10 hojas de cartulina o goma eva, cada una de un color distinto para facilitar la diferenciación[br]1 regla de, al menos, 10 cm[br]Tijeras, cutter o guillotina de papelería.[br]Láminas de plástico y plastificadora (opcional)[br]Lámina imantada[br][br]Pasos a seguir:[br]1. Dibuje con lápiz y regla una cuadrícula en cada cartulina, en la cual los cuadrados midan 1x1 cm. Lo puede hacer a escala más grande para que sean más visibles desde una pizarra.[br][img]data:image/png;base64,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[/img][br][br]2. Recorte las regletas, escogiendo un número para cada color de cartulina; aquí te proporcionamos el código de colores y la medida en cm o cuadrados de tu cuadrícula, usado en la mayoría de marcas de regletas para aportar uniformidad y que los alumnos identifiquen mejor las regletas desde lejos.[br] Regletas de 1x1: Blanco[br] Regletas de 2x1: Rojo[br] Regletas de 3x1: Verde claro[br] Regletas de 4x1: Amarillo[br] Regletas de 5x1: Rosa[br] Regletas de 6x1: Verde oscuro[br] Regletas de 7x1: Negro[br] Regletas de 8x1: Marrón[br] Regletas de 9x1: Azul oscuro[br] Regletas de 10x1: Naranja[br][br]3. En cada regleta, escriba con un rotulador en cada cuadrado números contando desde 1 hasta la cifra que representa la regleta en cuestión.[br][img width=306,height=166]https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcQBJ_AuSg3SnJ4X1PCgxwZo7qnMB1IJslplUg&usqp=CAU[/img][br][br]4. OPCIONAL: Para que sus regletas sean más duraderas, puede plastificarlas. Para pegarlas en una pizarra, puede usar Blue-Tack o pegar sus regletas en una lámina imantada.[br]
VÍDEO EXPLICATIVO - COMO USAR FRACCIONES MANIPULATIVAS DE GOMA EVA PARA EXPLICAR LA SUMA DE FRACCIONES A TRAVÉS DEL MODELO DE ÁREAS
FRACCIONES MANIPULATIVAS CASERAS
Para comprar este artículo por Amazon, puede hacer click en este enlace: [br]https://www.amazon.es/gp/product/B000URMV7I/ref=ppx_yo_dt_b_asin_title_o05_s00?ie=UTF8&psc=1[br][br]Si prefiere hacerlo a mano, los materiales necesarios serán:[br][br]Goma eva o cartulina. Puedes hacerlo todo del mismo color, aunque aconsejamos que use colores distintos para la unidad de cada denominador.[br]Compás[br]Lápiz[br]Transportador de ángulos[br]Tijeras[br]Rotulador fino[br][br]Los pasos a seguir serán:[br][br] 1. Dibuje con el compás al menos un círculo en cada cartulina de distinto color. Todos deben tener exactamente el mismo tamaño.[br] 2. Calcule cómo dividir cada círculo de la siguiente manera: divida los 360 grados de una circunferencia entre la cifra del denominador: por ejemplo, para el círculo que tenga seis sextos, los grados de cada sector circular serán de 360 : 6, es decir, 60 grados.[br] 3. Coloque el transportador de ángulos centrado en uno de los círculos y haz una señal donde marca 0 grados, y otra donde marca el resultado del paso anterior; en el caso del círculo de sextos, 60 grados.[br] 4. Trace dos líneas rectas: una que una el centro y la marca de 0 grados, y otra que una el centro con la segunda marca que hiciste en el paso anterior. Coloque cada pata del compás en uno de los puntos en los que la circunferencia y las líneas que acaba de hacer se corten, y transporte esta medida sucesivamente en la circunferencia hasta dar una vuelta completa.[br] 5. Une el centro con líneas rectas a cada punto que hayas generado en los dos pasos anteriores. Ya tienes el dibujo completo; ahora solo tienes que recortar cada porción del círculo por separado y rotular cada pieza con la fracción que le corresponda.
Multiplicación y división de fracciones
[b]En esta actividad vamos a imaginar que tenemos varias tartas. Pueden ser del sabor que más te guste. A continuación, vamos a dividir la tarta en trozos y a jugar con ellos para resolver unos acertijos. ¿Serás capaz de adivinar la respuesta?[/b]

Pregunta 1
[b]3/7 de una tarta pesan 2/9 de kilo. ¿Cuánto pesa la tarta?[/b]
- [u]Primer paso: ¿qué datos tenemos?[/u][br]Antes de empezar a resolver el problema tenemos que ver qué información nos da el enunciado. Coge una hoja y escribe qué pistas nos da la frase anterior. Cuando termines continúa leyendo.
[u]- Segundo paso: ¿qué tenemos que averiguar?[/u][br]La pregunta que nos hace el problema es "cuánto pesa la tarta". ¿Eso qué significa? ¿Qué fracción representaría la tarta entera? ¿Qué hay que calcular: los kilos que pesa una tarta o cuántos trozos de tarta son esos kilos?
[u] - Tercer paso: ¿cómo lo vamos a calcular?[/u][br]Sabemos cuánto pesan 3/7 pero, ¿cuánto pesaría un trozo de la tarta?[br][br][br]
[u] - Tercer paso: ¿cómo lo vamos a calcular? II[/u][br]Sabemos cuánto pesa un trozo pero queremos calcular la tarta entera. ¿Cuántos trozos son la tarta entera? ¿Cuántas veces se repite el peso de cada trozo?[br][br][br]

Pregunta 2
[b]El dividendo de una división es 4/7 y el cociente es 20/21, ¿Cuál es el valor del divisor?[/b]
- [u]Primer paso: ¿qué datos tenemos?[/u][br]Antes de empezar a resolver el problema tenemos que ver qué información nos da el enunciado. Coge una hoja y escribe qué pistas nos da la frase anterior. Cuando termines continúa leyendo.
[u]- Segundo paso: ¿qué tenemos que averiguar?[/u][br]La pregunta que nos hace el problema es "cuál es el valor del divisor". ¿Qué es el divisor? Escribe una división sencilla y marca sus partes.
[u] - Tercer paso: usamos números más sencillos[br][/u]¿Cuánto es 12:3? ¿Y 12:4? ¿Qué observas?
[u] - Cuarto paso: utilizamos nuestros números[br][/u]¿Crees que se puede utilizar el mismo razonamiento cuando el dividendo es 4/7 y el cociente 20/21? Demuestra tu respuesta.
Actividad de medición
EL TIEMPO
[justify]En esta actividad trabajaremos la magnitud del tiempo y cubriremos el aprendizaje de las seis propiedades de la medida de magnitudes: equipartición, iteración de unidades, transitividad, conservación, acumulación de distancia y aditividad, y relación entre el número y la medida.[br][/justify]
Actividad. "Mamá, ¿cuánto queda?"
[justify]En esta tabla verás las diferentes horas a las que cinco alumnos han empezado a hacer sus deberes y las horas a las que los han terminado. [br][br]Analízala y contesta a las siguientes preguntas utilizando el applet propuesto. Pincha en el punto blanco de las manecillas del reloj y arrástralas para indicar las horas que necesites y dar con el resultado de los problemas.[/justify]

Pregunta 1. Equipartición
Calcula cuánto tiempo tarda cada niño en hacer los deberes. Es necesario que, aparte de las horas, cuentes los minutos.[list][*]Julia:[/*][*]Mohamed:[/*][*]Marcos:[/*][*]Salma:[/*][*]Pablo:[/*][/list][br]
Pregunta 2. Iteración de unidades
¿Cuántas horas hay de diferencia entre el tiempo que tardó Julia en hacer sus deberes y el que tardó Salma en su primer período? [br]
Pregunta 3. Transitividad
Entre Mohamed, Pablo y Marcos, ¿quién ha tardado más en hacer los deberes? [br]
Pregunta 4. Conservación de la magnitud
¿Quién ha tardado más en hacer los deberes, Salma o Julia?[br]
Pregunta 5. Relación entre el número y la medida
Lorena estuvo de 16:45 a 19:20 haciendo sus deberes, ¿cuántos minutos transcurrieron? Si medimos el tiempo con segundos, ¿obtendremos un número mayor o menor que con los minutos? ¿es lo mismo? [br]
Pregunta 6. Acumulación de magnitud/cantidad de magnitud y aditividad
[size=100]En esta tabla puedes observar el horario de María de lunes a jueves. En la casilla de tiempo acumulado, María apunta las horas que han pasado desde que ha llegado a casa y ha empezado a comer.[br][br]Realiza las operaciones necesarias para averiguar el tiempo que falta en las celdas. [br][/size][size=100][br][list=1][*]¿Cuánto tiempo pasa en el parque?¿cuántas horas han transcurrido desde que ha empezado a comer hasta que se ha marchado del parque? [/*][*]Si ha empezado a comer a las 14:00 y ha terminado de jugar a las 21:00, ¿cuánto tiempo en total ha empleado en realizar todas sus actividades? ¿cuánto tiempo ha empleado en ducharse y jugar?[/*][/list][/size]

Proporcionalidad en el aula de primaria
A continuación verás un vídeo en el que te explicamos cómo razonar un problema de proporción. Mira el vídeo atentamente:
Ahora que has aprendido a operar con la proporcionalidad, resuelve los siguientes problemas y responde a las preguntas. Si lo necesitas, puedes volver a ver el vídeo para ayudarte.
Ejercicio 1: La granja de Enrique
Enrique tiene 4 vacas, y entre todas se comen 20 kg de pienso cada día. Si compra más vacas, ¿tendrá que gastar más o menos pienso cada día para que todas coman la misma cantidad?

¿Cuántos kilos de pienso come cada vaca al día?
Ayer Enrique adoptó más vacas, y ahora tiene 16. ¿Cuánto pienso comerán entre todas las vacas cada día ahora?
En este ejercicio, como hemos visto, cuanta más cantidad de una magnitud tenemos, más crece la otra magnitud. Si tenemos más vacas, comerán más pienso entre todas; si tenemos menos vacas, la cantidad de pienso que gasten cada día será menor.[br][br]Vamos a ver qué pasa con el siguiente problema.
Ejercicio 2: La quesería de Doña Flora
Doña Flora tiene una quesería, donde vende un exquisito queso suizo de lujo. Por 300 gramos de este queso cobra 6€. ¿Con qué magnitudes estamos trabajando en esta situación?

Para una receta necesito 900 gramos de este queso. ¿Cuánto dinero le tengo que pagar a Doña Flora?
Si compramos más queso, ¿pagaremos más o menos dinero? ¿Qué nos diría Doña Flora si hiciéramos lo contrario?
Ejercicio 3: Maquinaria pesada
Una empresa minera tiene que sacar mineral cavando en la tierra con enormes excavadoras. Con una excavadora, tardan 36 horas en sacar todo el mineral que necesitan para vender.[br][br]¿Cuánto tardarán 6 excavadoras en sacar el mineral?

¿Y 9 excavadoras?
¿Y 12 excavadoras?
¿Cuántas excavadoras necesitamos para sacar todo el mineral en 1 hora?
Si tenemos más excavadoras, tardamos más o menos horas en hacer el mismo trabajo? ¿Por qué?