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Propósito
<p style="margin-left: 20px;">Reconoce lúdicamente los usos del verbo can y lo demuestra al resolver correctamente ejercicios prácticos en los que debe demostrar su conocimiento sobre este verbo</p><p><b></b></p>
Motivación
<p><strong>Observar el siguiente vídeo sobre algunos verbos de acción, repetir los verbos y realizar un audio diciéndolos</strong></p><p><a href="https://youtu.be/d8SbAkn3uvs">https://youtu.be/d8SbAkn3uvs</a></p>
Explicación
<h2 style="text-align: center;">EL USO DE CAN Y CAN'T</h2><p style="text-align: justify;">El verbo defectivo <b>“Can” corresponde en español a "Poder"</b>, este verbo es ampliamente utilizado en inglés para expresar lo siguiente: </p><p>1.- Posibilidad de ciertos sucesos.</p><p>2.- La habilidad o capacidad de personas / cosas.</p><p>3.- Para pedir / dar permiso.</p><p>4.- Para pedir / ofrecer cosas.</p><p><img src="data:image/png;base64,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" alt="" style=""></p><p>Como puede verse en los ejemplos la estructura básica consiste en:</p><p><i>Pronoun / name + can + action verb + Complement</i></p><p>Nótese que estas oraciones a pesar de que están formuladas como presente simple, no se cambia el verbo en la tercera persona del singular (He, She, It). En los siguientes ejemplos se puede ver esta explicación:</p><p>He can work today.</p><p><s>He can works today.</s></p><p>It can play videos.<br></p><p><s>It can plays videos.</s></p><p><br></p><p><img 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" alt="" width="477" height="267" style="width: 477px; height: 267px;"></p><p style="text-align: justify;">Este tipo de oraciones de naturaleza negativa conserva las propiedades del verbo de acción que las oraciones afirmativas, es decir, el verbo no cambia en función de la persona de quien se hable. </p><p style="text-align: justify;"><b>Nota:</b> Es muy común en el inglés (al hablar y escribir) usar la contracción "Can't" en lugar de "Cannot".</p><p style="text-align: justify;">Ahora que hemos visto la forma correcta de estructurar estas oraciones, volvamos al principio para explicar en qué consisten cada una de las 4 formas en que podemos usar "Can" y "Can't".</p><p><b>1- Posibilidad de ciertos sucesos</b><b></b></p><p>a) I can go to the market in the afternoon.</p><p> (Puedo ir al mercado en la tarde.)</p><p>b) We can visit Christian next week</p><p> (Nosotros podemos visitar a Cristian la próxima semana.)</p><p>c) It can be rainy tomorrow.</p><p> (Puede estar lluvioso mañana.)</p><p>d) She can't come to the party tonight.</p><p> (Ella no puede venir a la fiesta esta noche.)</p><p><b>2.- La habilidad o capacidad de personas / cosas</b></p><p>a) Laura can swim very well.</p><p> (Laura puede nadar muy bien.)</p><p>b) They can play the piano.</p><p> (Ellos pueden tocar el piano.)</p><p>c) It can run desktop software and modern apps.</p><p> (Puede correr programas de escritorio y aplicaciones modernas.)</p><p>d) He can't cook. He always burns the food.</p><p> (Él no puede cocinar. El siempre quema la comida.)</p><p>e) Can she drive a standard car?</p><p> (¿Puede ella conducir un auto estándar?)</p><p><b>3.- Para pedir / dar permiso </b></p><p><b>3.1.- Para pedir permiso</b></p><p>a) Can she come with me?</p><p> (¿Puede ella venir conmigo?)</p><p>b) Can I come in?</p><p> (¿Puedo entrar?)</p><p><b>3.2.- Para dar permiso</b></p><p>a) You can stay.</p><p> (Te puedes quedar.)</p><p>b) They can visit their grandparents tomorrow.</p><p> (Ellos pueden visitar a sus abuelos mañana.</p><p><b>4.- Para pedir / ofrecer cosas</b></p><p><b>4.1- Para pedir cosas</b></p><p>a) Can you help me, please?</p><p> (¿Puedes ayudarme, por favor?)</p><p>b) Can you work in our team?</p><p> (¿Puedes trabajar en nuestro equipo?)</p><p><b>4.2- Para ofrecer cosas</b></p><p>a) Can I help you?</p><p> (¿Puedo ayudarte?)</p><p>b) Can I take your order?</p><p> (¿Puedo tomar su orden?)</p><p><img src="/web/uploads/627/6069409ee4-can.jpg" style="" rel=""></p><p><br></p><p><br></p>
Ejercicios
<p><b>ACTIVIDAD 1</b></p><p><b></b></p> <ul><li>Busque en un traductor o en el diccionario, copie en el cuaderno los siguientes verbos(busque la traducción como verbo no como sustantivo) con su traducción: talk, sing, swim, climb, run, jump, fly, crawl, see, sweep, fish, read, drink, hop, sleeps, run, write, sit, dance, chat, row.</li><li>Copie y complete las siguientes oraciones en el cuaderno de inglés <img src="/web/uploads/627/0812b99bef-can-1.jpg"><img src="/web/uploads/627/b4772bd826-can-2.jpg" style="" redactor"=""> <img src="/web/uploads/627/d73b0352a1-can-3.jpg"><img src="data:image/png;base64,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" alt=""> <img src="/web/uploads/627/8a597c241e-can-4.jpg"></li></ul>
Evidencia
Evaluación
<p style="text-align: justify;">Completar las oraciones con can o can’t, según lo que cada animal pueda o no pueda hacer, luego escribir en el círculo que tiene cada animal el número de la oración correspondiente.<br></p><p style="text-align: center;"><img src="/web/uploads/627/9d49beb03c-can-5.jpg" style="" text-align:="" center;"=""><br></p>
Bibliografía
<p><a href="https://www.mundoprimaria.com/recursos-ingles/numeros-ingles">https://www.mundoprimaria.com/recursos-ingles/numeros-ingles</a></p><p>Los Números en Inglés del 1 al 100 | Contar hasta el 100 en Inglés</p><p><a href="https://www.youtube.com/watch?v=jlC2l0kqocE">https://www.youtube.com/watch?v=jlC2l0kqocE</a></p><p>English pronunciation; Numbers</p><p><a href="https://www.youtube.com/watch?v=iNU1ILy63Wc&feature=emb_logo">https://www.youtube.com/watch?v=iNU1ILy63Wc&feature=emb_logo</a></p><p><a href="https://www.englishwsheets.com/">https://www.englishwsheets.com</a><br></p>
Foro
<p>No se realizará foro</p>
calificable?
Activo
Actualizar