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Warning: Cannot modify header information - headers already sent by (output started at /home3/reasonan/public_html/wp-includes/load.php:649) in /home3/reasonan/public_html/wp-includes/feed-rss2-comments.php on line 8 Comments on: Desmos: Dot Capture Game
http://reasonandwonder.com/desmos-dot-capture-game/
Better through reflectionMon, 13 Sep 2021 11:29:14 +0000hourly1https://wordpress.org/?v=4.8.24By: Neha
http://reasonandwonder.com/desmos-dot-capture-game/#comment-9617
Sun, 07 Mar 2021 04:42:29 +0000http://reasonandwonder.com/?p=1479#comment-9617Hello, I was wondering if you had the URL to the winning graph? I am currently completing a math assignment where one of the components is to include a shaded region in my graph and I am unsure as to how to restrict the shading between two parabolas.
Thank you!!
]]>By: Nat
http://reasonandwonder.com/desmos-dot-capture-game/#comment-6679
Tue, 09 Dec 2014 18:00:16 +0000http://reasonandwonder.com/?p=1479#comment-6679Excellent activity. Thanks for sharing this idea and your worksheets. I have been amazed at how motivating this kind of activity can be for students, and I plan to use this with my Algebra students soon. We just looked at UCSMP’s “Square Grabber” to explore regression, so “dot capture” makes for a nice connection. Thanks!
]]>By: Michael Fenton
http://reasonandwonder.com/desmos-dot-capture-game/#comment-3057
Mon, 13 Oct 2014 14:55:20 +0000http://reasonandwonder.com/?p=1479#comment-3057stcarranza, thanks for the comment and questions! In terms of precision, I leave quite a bit of room for students. We do very little “solving” and a lot more visual tinkering/experimenting. Desmos is great at giving students quick feedback on their graphs, and graphical-guess-and-check is one of the more commonly used strategies on this particular activity. I have less experience with Desman, but when I’ve used it in class, I followed the same approach.
]]>By: stcarranza
http://reasonandwonder.com/desmos-dot-capture-game/#comment-3056
Mon, 13 Oct 2014 14:50:17 +0000http://reasonandwonder.com/?p=1479#comment-3056This looks like fun! I am wondering how precise you required students to be for intersection points. For example, if I want a restricted domain for a shape that has a parabola boundary, do I estimate its intersection with a second function or do I solve for the exact intersection? I guess I have the same question for the Desman activity as well. Thanks!
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