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Propósito
<p>Reforzar el vocabulario básico en inglés, en algunos nombres de objetos escolares, miembros de la familia, animales, colores, objetos, frutas y números que luego se incluirán en frases sencillas y cortas, para facilitar en los estudiantes la interacción y comunicación con otras personas.</p>
Motivación
<p><iframe width="500" height="281" src="//www.youtube.com/embed/h8pwlUunkIM" frameborder="0" allowfullscreen=""></iframe></p>
Explicación
<p>1. Leo y comento:</p><p>El vocabulario se puede definir como las palabras de un idioma, incluyendo elementos individuales y frases o trozos de varias palabras que agrupan un significado, así como las palabras individuales lo hacen.<br></p><p>El vocabulario en inglés es fundamental para el aprendizaje y enseñanza del idioma inglés, ya que sin el suficiente conocimiento de vocabulario, las personas no pueden entender a los demás o expresar sus propias ide</p>
Ejercicios
<p>. Observo el siguiente vadeo</p><p><iframe width="500" height="281" src="//www.youtube.com/embed/kilrUW2bb7k" frameborder="0" allowfullscreen=""></iframe><span class="redactor-invisible-space"></span></p><p><br></p><p>2. Escribo en mi cuaderno todo el vocabulario que me indique el anterior vídeo, según se me indica a continuación:</p><p>Vocabulary</p><p><img src="data:image/png;base64,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" alt=""> teacher <img 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" alt=""> pencil</p><p><br></p><p>2 . Obserbamos el siguiente video</p><p><iframe width="500" height="281" src="//www.youtube.com/embed/4sSXrGuHJrg" frameborder="0" allowfullscreen=""></iframe><span class="redactor-invisible-space"></span></p><p>Ahora resolvemos la siguiente acastividad <br></p><p><br></p><p><a href="/web/uploads/578/136bb7aea1-the-colors.docx">136bb7aea1-the-colors.docx</a></p><p><a href="/web/uploads/578/136bb7aea1-the-colors.docx"></a><span class="redactor-invisible-space"><br></span></p>
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