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CLEI I
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Propósito
<p>Identificar los pronombres personales singulares y plurales y entender el uso de cada uno de ellos en el contexto adecuado</p>
Motivación
Explicación
<p>Observa el siguiente video</p><p><iframe width="500" height="281" src="//www.youtube.com/embed/cyvG9Zp0VKk" frameborder="0" allowfullscreen=""></iframe><br></p><p><br></p><p>Los demonstrative pronouns nos sirven para hacer referencia a algo específico en una oración y pueden indicar elementos en tiempo o lugar y pueden tener forma singular o plural. </p><p>Los <b>demostrativos en inglés</b> son bastante:</p><p><img src="data:image/jpeg;base64,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" alt="Los demostrativos en inglés: Pronombres y adjetivos (this, that, these, those) - Aprendo inglés"></p>
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