I am finally going to try a
Seminario Socrático. My AP class is just finishing
this wonderful unit based around the movie "Diamantes Negros". Karen Goering's resources really helped students understand the movie and the problem on a much deeper level (scroll through
here or Ctrl F "Diamantes Negros" to find activities for two articles and an interview).
![Image result for diamantes negros película](data:image/jpeg;base64,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)
![Picture](http://nbechsavid.weebly.com/uploads/9/3/5/0/9350230/9626780.png?241)
Students did a lot of talking (one of my main goals) about the movie and have reviewed some grammatical structures. On Friday, they did their first
Presentational Writing assessment (create by Karen Goering and adapted by me) and tomorrow (today is a snow day), they are going to discuss the movie using the Seminario Socrático format. There is so much to talk about in this movie! If you haven't seen it, I highly recommend it. I am really looking forward to hearing my students' thoughts and opinions about the movie.
I found this
doc from AVID that explains (very thoroughly) what a Socratic Seminar is and I adapted it and translated it into Spanish.
Click here to see it. I used it to
explain to students what they will be doing and
why. I also used the amazing
Arianne Dowd's ideas to prepare students for the discussion. This document could easily be adapted to a variety of texts or movies, so feel free to make a copy and adapt.
Such great ideas and resources...thanks for sharing! I have used the Socratic Discussion for a couple of years with my upper levels and absolutely love it. I had not heard of Diamantes Negros and look forward to checking it out
ResponderEliminar