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Actualizar Secuencia Didactica: 2588
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<p style="text-align: justify;"><b>Students are going to understand how and when can use adverbs of frquency in sentences and short compositions.</b></p>
Motivación
<p>1. Haz clic en el enlace, escucha la canción varias veces y escribe para qué sirven los adverbios de frecuencia.</p><p><a href="https://www.youtube.com/watch?v=R_GYAs2v1Ac">https://www.youtube.com/watch?v=R_GYAs2v1Ac</a></p><p>2.Sigue el enlace observa el video. Repite las oraciones varias veces hasta familiarizarte con el vocabulario.</p><p><u></u></p><p><a href="https://www.youtube.com/watch?v=js2S5jE-5wI">https://www.youtube.com/watch?v=js2S5jE-5wI</a></p>
Explicación
<p style="text-align: justify;">1. Sigue el enlace. Presta atención a la explicación para que puedas, posteriormente, desarrollar los ejercicios y la evaluación. (Salta los anuncios).</p><p style="text-align: justify;"><a href="https://www.youtube.com/watch?v=70aq3hZhrXw">https://www.youtube.com/watch?v=70aq3hZhrXw</a><br></p><p><u></u></p><p>2. Lee detenidamente la explicación para que complementes con lo visto en el vídeo y lo apliques al desarrollar los ejercicios y la evaluación.</p><p><b>ADVERBIOS DE FRECUENCIA</b></p><p>Este tipo de adverbios nos indica la frecuencia con la que ocurre una acción. </p><p>Se usan a menudo con el presente simple. Recuerda que el presente simple es el tiempo de las acciones habituales. También se usan con otros tiempos.</p><p>Estos son algunos de los más comunes:</p><p><b></b></p><p><b>Los indicamos en orden de mayor frecuencia a menor.</b></p><p>Always – Siempre, es decir el 100% de las veces.</p><p> Usually. 90 %</p><p>Normally, generally - Normalmente, generalmente, es decir el 80%</p><p>Often, frequently – A menudo, frecuentemente, es decir el 70%</p><p> Sometimes, Algunas veces es decir 50%</p><p> Occasionally – A veces, es decir el 20- 40 %</p><p> Hardly ever, rarely, seldom – Casi nunca, raramente, es decir. El 5-10 %</p><p>Never – Nunca. Es decir 0 %</p><p><b>¿Qué reglas siguen estos adverbios?</b></p><p style="text-align: justify;">Las reglas más importantes referentes a los adverbios de frecuencia en inglés tienen que ver con la posición que ocupan dentro de la oración, dependiendo del tipo de verbo:</p><p><img src="data:image/png;base64,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" alt=""></p>
Ejercicios
<p>1. Observa el siguiente vídeo. Copia las preguntas con las respuestas, según vayan apareciendo. Debes tener en cuenta la correcta escritura.</p><p><a href="https://www.youtube.com/watch?v=ryh0XUk3ojc">https://www.youtube.com/watch?v=ryh0XUk3ojc</a></p>
Evidencia
Evaluación
<p>A. Choose the correct adverb to make these sentences meaningful: (Elige el adverbio correcto para que las frases tengan significado). Escribe las frases cuando las hayas contestado.</p><p>1. I <select> <option> </option><option>usually </option><option>every day </option><option>on Monday </option></select> do my homework after school.</p><p>2. Sarah is <select> <option> </option><option>every day </option><option>never </option><option>in the morning </option></select> late to school. </p><p>3. Andrew goes to to the supermarket <select> <option> </option><option>sometimes </option><option>always </option><option>once a week </option></select>.</p><p>4. Good students <select> <option> </option><option>always </option><option>once a year </option><option>never </option></select> copy on exams.</p><p>5. George is <select> <option> </option><option>once a week </option><option>always </option><option>every night </option></select> happy to help me.</p><p>6. Mary walks the dog <select> <option> </option><option>never </option><option>in the evening </option><option>usually </option></select>.</p><p>7. They travel around the country <select> <option> </option><option>every year </option><option>seldom </option><option>always </option></select>.</p><p>8. Alice phones her mother <select> <option> </option><option>once a day </option><option>sometimes </option><option>usually </option></select>.</p><p>9. She <select> <option> </option><option>once a week </option><option>always </option><option>every year </option></select> look so elegant.</p><p>10. Donald <select> <option> </option><option>once a week </option><option>on Monday </option><option>seldom </option></select> goes to bed before midnight.</p><p>B. Complete the texto. Use adverbs of frequency.<br></p><p>My name is Mary and I’m eleven years old.</p><p>On weekdays I________(100%) get up at seven o’clock because I have lesson, bu ton Saturday and Sunday I______ (0%)</p><p>Get up early, I_________(90%) get up after nine o’clock.</p><p>On Saturdays I ________(100%) have lunch and my grandma’s house. We___________ (50%) go to the café after lunch and I______(80%) ask for an Ice-cream, but my grand mother_________(0%) buys me one.</p><p>On Sundays, my parents and I___________ (70%) go out for lunch and in the afternoom, we___________ (50%) go to the beach when the weather is nice.</p><p>C. Encuentra estos adverbios de frecuencia en la sopa de letras, coloréalos y luego practica buscándolos en las diferentes oraciones de esta guía: SOMETIMES, USUALY, ALWAYS, NEVER, OFTEN. Debes copiar la sopa de letras.<br></p><p><img 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" alt=""></p><p><br></p>
Bibliografía
<p>VÍDEOS DE YOUTUBE</p><p><a href="https://www.ejerciciosinglesonline.com/exercises-and-theory/exercises-and-theory-2/ex6-present-simple/">https://www.ejerciciosinglesonline.com/exercises-and-theory/exercises-and-theory-2/ex6-present-simple/</a></p><p><a href="https://www.youtube.com/watch?v=ryh0XUk3ojc">https://www.youtube.com/watch?v=ryh0XUk3ojc</a></p>
Foro
calificable?
Activo
Actualizar