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2814
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Propósito
<p>Observa la información para que pueda aprender el uso del Going To en textos de la lengua inglesa.</p><p><a href="https://madridingles.net/textos-will-going-to-futuro/">https://madridingles.net/textos-will-going-to-futuro/</a></p>
Motivación
<p>Observa la imagen para que pueda entender mejor la estructura del going To.</p><p><img src="data:image/png;base64,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" alt="???? Futuro con GOING TO en Inglés"></p><p><br></p>
Explicación
<p>Preste atención a la forma de hacer expresiones en afirmativa.negativa e interrogativa con el futuro Going To.</p><p><a href="https://www.youtube.com/watch?v=0_-8yPyCDHI">https://www.youtube.com/watch?v=0_-8yPyCDHI</a></p>
Ejercicios
<p>Haga un video donde explique la estructura del Going to; presente 3 oraciones afirmativas,3 negativas y 3 interrogativas.</p>
Evidencia
Evaluación
<p>1. Escriba una composición en inglés donde use el going to para planear actividades futuras.</p><p>2. Escriba una idea en inglés donde reflexiona sobre el tema.</p>
Bibliografía
Foro
<p>Observe y escuche la actividad ,escriba las oraciones gramaticalmente en forma correcta.</p><p><a href="https://www.youtube.com/watch?v=Sxbi3lbwSQU">https://www.youtube.com/watch?v=Sxbi3lbwSQU</a> </p>
calificable?
Activo
Actualizar