We’re waiting for another feature or two at Desmos before we can pull this off the way I want, but I’ll be sure to share the activity once it’s ready.
]]>Part of me thinks this activity should focus solely on parallel lines, and then have a separate activity for perpendicular. But at the same time, I will also cover both concepts in the same lesson. Plus, attacking them together yields the opportunity for the card sort at the conclusion as an exit ticket. I do like how you threw that in to wrap things up. Smooth.
And I, too, would love to have a copy of Paul’s parallelogram activity. He had some very thoughtful screens.
]]>Second, you took the words out of my mouth about Paul’s Screen 8…I love it!
As far as the activity goes, I think you definitely improved on the principles you were trying to achieve. On screens 1-3 I can absolutely see my kids getting excited, frustrated (in a good way), and competitive over their attempts at making the lines parallel. I can actually picture them on the edge of their seats…face inches away from the computer screen…trying every trick they can think of to get those lines exactly parallel. So good! I do wonder if it is possible to make the line exactly parallel. I also wonder if they can try more than 3 times (maybe have a reset option on the same screen instead of trying once per screen). I know “failing” 3 times will be enough motivation for some kids to be ready to move on to a more precise method of creating parallel lines, but (to paraphrase Dan Meyer) I can see some wanting more of a “headache” before they “need the asprin.” I understand the need to balance that with actually getting to the meat of the lesson, though.
I may have missed it, but is there a place students get to actually write “I noticed the slopes are parallel” and see other students’ responses so they can be sure of their thinking before moving on?
I don’t know why, but the checking for screen 7&8 throws me off a bit. Could a kid could get close enough to perpendicular that it looks correct on the screen but isn’t exactly the same line if you scrolled out? I also wonder if students would understand why the line was rotating…maybe adding in some sort of right angle arc so they can see that it’s rotating 90 degrees? I’m being a little nit picky, I think. The idea behind it is great.
I assume you’re using Desmos magic on screen 6 to make it so the line doesn’t appear until they hit a submit button…that’s cool!
For the extension, I’m not sure I would choose to have different forms of equations presented without the opportunity to play around with their graphs, first…at least not in a multiple select format.
I think there’s so much good here…definitely keep it out of the recycle bin! Can’t wait to see the end result. 🙂
]]>On a side note, how can I get a copy of Paul’s Parallelograms activity from teacher.desmos?
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