
What made the water tank and ticket problems we solved yesterday more satisfying and more challenging than the versions you might find in a textbook? Create a rubric for great application problems — what you'll find in their beginnings, middles, and ends.
What kind of math problem could we build around this video? What would you find in its beginning, middle, and end?
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What kind of math problem could we build around this video? What would you find in its beginning, middle, and end?
If you'd like to isolate a moment from the video and talk about it with your students:
If you find a mathematical moment on a DVD (to my lawyers: a DVD that exists in the public domain) and you'd like to save it to your computer for safekeeping, easy access, and sharing:
Can you convert a dull video of one guy walking across a bridge into an engaging and challenging math problem. The facilitator will model Graphing Stories. The participants will create their own and present them to each other.
Please give me some feedback on today's workshop so I can improve it for our next session. Let me know what you liked, what you disagreed with, and what you'd like to hear more about.
Dan Meyer taught high school mathematics from 2004 to 2010 and currently studies at Stanford University on a doctoral fellowship. His professional interests are curriculum design and teacher education. His personal interests are graphic design, filmmaking, and infographics. He keeps a steady eye out for collisions between the two. He lives in the San Francisco Bay Area with his wife.