jueves, 30 de abril de 2020

JUEVES 30 DE ABRIL DE 2020

BUENOS DÍAS CLASE.

SE ACABA EL MES DE ABRIL.

ALGUNOS OS HABÉIS DESPISTADO Y OS ESTÁIS RETRASANDO EN ENVIARME VUESTRAS TAREAS.

ÁNIMO, ESTAMOS DESEANDO VER VUESTROS PROGRESOS.

Si hay dudas sabéis que podéis escribir al correo
cuartofedericogarcialorca@outlook.es

HOY ES 30 DE ABRIL DE 2020

Vamos a empezar con :
LENGUA
Hoy vamos a hacer un poco de EXPRESIÓN ESCRITA

Trabajamos con nuestro libro . Página 196 ,ejercicios 3 y 4.
Si añadís un dibujo mucho mejor.

INGLÉS

GOOD MORNING CLASS.
Thursday, April 30

HAY UN GRUPO QUE TODAVÍA NO SE HA UNIDO A 
BLINKLEARNING
OS RECUERDO EL CÓDIGO DE CLASE CL59454562

Aquí encontraréis un montón de materiales para repasar, ampliar y divertiros.
Unas actividades sencillas de nuestro ACTIVITY BOOK.
Página 43 completa.
REPASO
Vocabulario
Gramática


MATEMÁTICAS

Hemos trabajado mucho este mes, hoy os propongo algo diferente :
unos entretenimientos matemáticos.

! OS LO HABÉIS GANADO!
https://encrypted-tbn0.gstatic.com/images?q=tbn%3AANd9GcRefWRiq43v4L4fIN92RHurZqcD0qyNclB4cWo0BbG_wSzBDJri&usqp=CAU



ACERTIJO MATEMÁTICO: pasatiempos, enigmas con operaciones ...


https://encrypted-tbn0.gstatic.com/images?q=tbn%3AANd9GcRJ9bTmuCxxCZY5J56W7nuI6d_GHFwHDNjWBbJehs5RLjJE2cGu&usqp=CAU
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

miércoles, 29 de abril de 2020

MIÉRCOLES 29 DE ABRIL DE 2020

BUENOS DÍAS CLASE

SE NOS VA ACABANDO EL MES DE ABRIL.
HEMOS APRENDIDO MUCHAS COSAS NUEVAS Y SOBRE TODO HEMOS APRENDIDO A TRABAJAR DE OTRA MANERA.
! LOS QUE NO OS HAYÁIS APUNTADO A LA PLATAFORMA BLINKLEARNING , HACEDLO!
HAY UN MONTÓN DE MATERIALES DE INGLÉS PARA AMPLIAR, REPASAR, DIVERTIRSE.
OS RECUERDO EL CÓDIGO DE NUESTRA CLASE
CL59454562
ENTRÁIS EN BLINKLEARNING, PONÉIS EL CÓDIGO DE CLASE Y A APROVECHAR TODOS LOS RECURSOS.

! ÁNIMO Y A POR EL MIÉRCOLES!
No olvides mandar tus tareas al correo
cuartofedericogarcialorca@outlook.es

EMPEZAMOS CON 

MATEMÁTICAS
Miércoles  29 de abril de 2020.

REPASO

Escribe  como fracción estos números decimales .

1. tres décimas..................................   ......................3 /10
2. cuarenta y dos centésimas......................................
3.setenta y siete milésimas.........................................
4. cinco centésimas.....................................................


Redondea a la unidad y a la décima

7,36..................a la unidad  7
        .................a la décima  7,4

5,67

3,76

9,45

0,55 este es un poco más dfícil.

Dos divisiones para no oxidarnos.

234567 : 49                 195890 :    30

VAMOS TERMINANDO EL TEMA 9

HOY REPASAREMOS TÉCNICAS DE RESOLUCIÓN DE PROBLEMAS

PROBLEMAS FÁCILES
https://p.calameoassets.com/171117133444-bfa0856a0b4e336157d6672c40b180b1/p1.jpg




Cuidado con el problema 4 .  El camión descarga 6 sacos de 50 kg
cada uno


OTRA FORMA DE REPASAR LAS TABLAS.
https://www.educaplanet.com/educaplanet/wp-content/uploads/2015/03/problemas_tablas_multiplicar_11.png







LENGUA 

VAMOS COMPLETANDO LA ENTREVISTA SI NO LA HEMOS HECHO.


COMPRENSIÓN LECTORA 

Para ir calentando :


https://encrypted-tbn0.gstatic.com/images?q=tbn%3AANd9GcThACtZ5QFE75pDh42fQt0E92CYZTNgJ_n2l901LFqK6pAySV_6&usqp=CAU
En este texto micro quiere decir microbús, es decir un autobús pequeño.
https://i.pinimg.com/originals/1e/f4/72/1ef472b98cdf7120d2555593eb0674a7.png
Esta solución del cuervo tiene que ver con el tema de Ciencias Naturales  :   masa y volumen.

CIENCIAS NATURALES
El ejemplo del cuervo
Nos sirve para repasar
MATERIA
MASA    Y  VOLUMEN
https://www.youtube.com/watch?v=5dA0DEeOEEM

Hoy vamos a investigar en casa sobre las propiedades de la materia.

PROPIEDADES DE LA MATERIA

Escribo la teoría.
Dos tipos de propiedades
1.PROPIEDADES SENSORIALES 
                * color
                * olor
                * textura
                * sabor


2. PROPIEDADES MECÁNICAS
                 *fragilidad
                 *resistencia
                 *elasticidad
                 *flexibilidad

Vamos a hablar un poco de las cualidades mecánicas.


https://www.youtube.com/watch?v=sp2KB-UMpNM



En este divertido vídeo salen muchas propiedades de la materia.

AHORA VIENE TU TRABAJO:

Elige un objeto de casa  y anota.
Sólo si es comestible comprueba el sabor.

PROPIEDADES SENSORIALES (de los sentidos )

 OLOR
COLOR
SABOR 
TEXTURA

PROPIEDADES MECÁNICAS

FRAGILIDAD
RESISTENCIA
ELASTICIDAD
FLEXIBILIDAD

! Acompletar!  
Si necesitas ayuda , tienes dudas o aportaciones escribe al correo .
            

























martes, 28 de abril de 2020

INGLÉS 28 DE ABRIL

GOOD MORNING CLASS
Today is Tuesday .April 28
It´s sunny

ANIMAOS Y ENTRAR EN BLINKLEARNING
CÓDIGO CLASE  CL59454562

Hoy vamos a trabajar con nuestro class book.
Pages 52 and 53

READ

LISTEN 

STUDY

VOCABULARY

a boat un barco
a map un mapa
an island   una isla
shells    conchas
a cave  una cueva
treasure   tesoro


EXPRESIONES

THERE IS    HAY sólo un objeto.
THERE ARE   HAY dos o más objetos,

IS THERE ?
ARE THERE ? PREGUNTAS

WOULD YOU LIKE A DRINK NOW ?
LE APETECE UNA BEBIDA.

Os adelanto  vídeos del trabajo del jueves





https://www.youtube.com/watch?v=WFRR0zC70


https://www.youtube.com/watch?v=htbMyILWyy8





https://www.youtube.com/watch?v=Rnwwo9Zol6w

MARTES 28 DE ABRIL DE 2020

BUENOS DÍAS CHICOS.

Vamos avanzando poco a poco y cada día sois un poco más maduros.


Algunos os estáis despistando en mandar las tareas, así no podemos seguir vuestros avances, ni compartir, ni resolver dudas.

Os recuerdo mi correo:

cuartofedericogarcialorca@outlook.es

Hoy 28 de abril vamos aempezar con 

MATEMÁTICAS

REPASO

¿Qué número falta   ?

7/ 10 - *  /10  +   2/ 10  =  4/10

Son fracciones aunque la línea no haya quedado muy bien.
* representa el número que falta.

Ordena de menor a mayor

41,37 --3,5-- 5,13--- 12,603--- 0,030

TEMA 9

Seguimos con las unidades de masa, capacidad y longitud.



https://i0.wp.com/www.educapeques.com/wp-content/uploads/2014/07/matem%C3%A1ticas-medidas-5.jpg


https://encrypted-tbn0.gstatic.com/images?q=tbn%3AANd9GcTLkIK8ST7x4unvHvzyGLzwaN7XP7BvHIIlotDrifXaRWVkGg24&usqp=CAU

En el problema 2 sumo con mi tabla
Km        hm          dam        m           
8           6                4              0            +
   3           4                 6               0               

----------------------------------------------------




LENGUA CASTELLANA
Vamos a repasar las partes variables  que ya conocemos.

Activar vuestra memoria y vamos a pensar en:
NOMBREADJETIVOPRONONOMBREDETERMINANTEVERBO
Vamos a hacer una lista con diez palabras de cada tipo
Una ayuda a modo de" chuleta"
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
Ahora podéis empezar vuestra lista con nombres, determinantes, adjetivos,pronombres y verbos


 EL TRABAJO MÁS IMPORTANTE DE HOY EN LENGUA 
LA ENTREVISTA
Repasad en la información de ayer las tres partes
1. Personaje
2. Presentación, datos del personaje
3. Preguntas y respuestas en forma de diálogo

Podéis usar un color para la pregunta y otro para la respuesta.