Toggle navigation
Login
Inicio
Home
Secuencias Didacticas
1434
Actualizar
Actualizar Secuencia Didactica: 1434
Año
Periodo
Período 1
Período 2
Período 3
Período 4
Área
Seleccione una área
Grado
Transición
Aceleración del
Pre-Jardín
Jardín
Preescolar
Grado 1
Grado 2
Grado 3
Grado 4
Grado 5
Grado 6
Grado 7
Grado 8
Grado 9
Grado 10
Grado 11
CLEI I
CLEI II
CLEI III
CLEI IV
CLEI V
CLEI VI
Tema
Fecha de inicio
Fecha de finalización
Propósito
<p>Write ideas about flow chart</p><p><img src="data:image/jpeg;base64,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" alt="Diagrama de flujo isométrico de contaminación con símbolos de ..." style="width: 460px; height: 452px;" width="460" height="452"> </p>
Motivación
<p>Write the words and expressions in English from each image.</p><p><img src="https://i.pinimg.com/564x/7e/1b/c8/7e1bc848452bb443dd3876151b8a23f3.jpg" alt="Bingo-Problemas Ambientales"></p>
Explicación
<p>Look and listen the ideas about the environmental Problems then do a poster with one of them.<br><a href="https://context.reverso.net/traduccion/espanol-ingles/prevenir+la+contaminaci%C3%B3n">https://context.reverso.net/traduccion/espanol-ingles/prevenir+la+contaminaci%C3%B3n</a></p>
Ejercicios
<p>Read the information about the topic and write that explain the solution of problems</p><p><a href="https://context.reverso.net/traduccion/espanol-ingles/problemas+de+medio+ambiente">https://context.reverso.net/traduccion/espanol-ingles/problemas+de+medio+ambiente</a></p>
Evidencia
Evaluación
<p>You choose one of the exercise in the link and read one of them in English</p><p><a href="https://www.euroresidentes.com/curso-ingles/ejercicios-environment-medio-ambiente.htm">https://www.euroresidentes.com/curso-ingles/ejercicios-environment-medio-ambiente.htm</a><br></p>
Bibliografía
Foro
<p>Say one idea or opinion about the topic.</p>
calificable?
Activo
Actualizar