I know many other #mtbos teachers are in this same spot: I have so many great and fun interactive activities. They all involve sharing and touching materials, and many involve moving around. I don’t want to just hit reset and do all textbook assignments and be boring this year, so now as I go through and digitize each unit of my INBs, I’m sitting with each activity I usually do at that point and asking myself “can I digitize this?”
I’m making the answer be yes. I’m getting creative and using all these new tech tools and making it happen. So I thought I’d share a few types of activities I’ve managed to find a way to digitize! Click the activity titles to make a copy of any of them for yourself. I’d also love feedback on the usability of any of them (did you find instructions confusing, could you figure out how to actually do it, etc)
This was actually part of the last unit Algebra 2 got to do last February/March before everything shut down, and this was a new activity that students really enjoyed for a quick practice. I wrote a blog post about it! So I was really into figuring out a way to color by number without having students share markers and crayons. I saw Morgan Stipe used the new Google Jamboard to do Sara VanDerWerf’s popular 100# activity and that gave me the idea that Jamboard might be the place to do this as well! I took some screenshots of my old printable activity and arranged them in a Jamboard page, typed some new instructions about submitting the written work for the problems via Classroom, and then started trying out the coloring part. I quickly realized that the “pen” and “marker” tools were not at all thick enough to make coloring in squares feasible, and the “brush” and “highlight” were a little better but I imagined a student doing about three squares and then not having fun anymore. The whole point of the coloring here is to be fun and for students to confirm their solutions, so I definitely didn’t want it to be that tedious. So I did the tedious part of creating a square from the shape tool and copying and pasting until there was a square over each of the squares in the image. Now, students just have to click on the square and change the color to “color in” the square.
2. Drawing Random Problem Cards
This particular activity is the Dicey Polynomial Situation from Big Ideas Math, but works for any activity where you need students to randomly draw cards. I like doing practice with an element of randomness in it because I always feel like students get invested with their “luck” in drawing “easy” problems or “harder” ones. They’re basically just doing repetitive practice, but because the problems are not pre-set it involves the student more in the creation and gives them an extra investment in it. I thought there might be a way to create a virtual deck of cards on some website and so asked the #mtbos if they knew of a way. Taylor Belcher informed me that such a site does exist, but my district is pretty heavy on the web filters and I won’t lie, I didn’t even end up trying to get to it on my district chromebook because I’m 99% sure it will be flagged as games and inaccessible to my students (even if it’s not now, it will probably get added before I could use it). Emily Sliman used Taylor’s suggestion to make a Google Slides presentation that revealed cards, and it reminded me of the Logarithm Memory activity I made last year (featured in this blog post), and I realized I could use that same technology to do this.
To accomplish this, screenshot or type or create the “cards” you want in a grid arrangement on a slide. Then you have two options: you can download the slide as a JPEG and then set it as the background so students can’t move it. However, this gets slightly compressed when you do it and in this particular case, blurred the image enough that it was hard to read. If you have bigger graphics or text, this should be fine. Otherwise, select everything on the slide, right click, and “group” it, so that if they move something, they’re moving everything together. Then, you’ll want to make the “backs” of the cards. I’m not feeling fancy, so I just made solid squares with the shape tool, but you could put an image on it by making a square and putting the image on top, then “grouping” again. When you’ve made one, copy/paste until you have one covering each “card”.
Instructions to students then are to choose a card by clicking on it, and pressing backspace or delete on their computer to reveal it. Once they have used the card, if you want that card to be reused, instruct them to click “undo” to recover it before drawing again. If you don’t want to reuse cards, they just choose another and proceed! Not perfect and not really random, but it works to preserve the feel of the activity.
3. Card Matching/Moveable pieces onto a template
This works for anything where students are usually putting pieces onto a template, or matching cards. This particular activity was originally by Sarah Carter used to practice using the box or area method to divide polynomials. Create a background template, then save it as a JPEG and set it as the background as described in the last activity. Then, screenshot any moveable pieces and paste them off the borders of the slide. Students can drag them where they go. Make sure they’re the correct sizes to fit into the template – although there is no way to prevent students from resizing them, if they just click on them and drag, they should be good to go! I made the first slide of this the instructions and each slide after that is one problem, but depending on the puzzle you may only have one slide that is the puzzle template. This general method works with Tarsia puzzles, matching, and more activities!
The screengrabbing, copying and pasting gets pretty tedious but you’ll get in a bit of a rhythm. Throw on a podcast 🙂 Something to watch out for if you’re digitizing an activity with moveable parts that was previously created to be printed and cut apart is that you or the person who created it originally may have typed out the pieces in order, understanding that they could be easily shuffled when printed and cut (that’s the case with this activity’s original file). So, when you’re taking screenshots and pasting them into the Slide, make sure to just not place them in order and mix them up a bit, since easy “shuffling” isn’t an option here!
The practice format of a question stack is popularized by Sarah Carter, although I’ve seen them from many other sources as well, and you can find an instructional template as well as links to many of her stacks here. You can also find templates to make the physical paper version here from Math by the Mountain.
There are probably several ways you could digitize these, but I am going to use a rearrangeable Slides presentation. Students will drag the slides similarly to how they would stack the cards. This would be much easier to do if you were creating the stack from scratch, because all you’d have to do would be to paste a problem at the bottom of a slide, paste its answer at the top of a different random slide, paste the next problem at the bottom of that slide, and repeat until you ended with the last answer on the first slide you put a problem on. I ended up reworking the problems in this one that I had previously created to match up their answers to make sure I didn’t close the loop before the end. You could also use the templates to work backwards and figure out the order of your problems and answers. I decided to download each slide as a JPEG once I’d finished and set it as the background so that students wouldn’t try to move the problems and answers to different slides instead of moving the whole slide, but you could actually set it up that way if you wanted to. I’m also asking students to insert a picture of their work on each slide, but generally I don’t collect work when they do a question stack so you could skip that. The reason I decided to do it is since half my students will be doing this activity online from home, they could easily just share the chain of questions and answers with each other to get the slides in the right order. Requiring a picture of handwritten work, sure they could still cheat, but they’d have to share the order, the work, and the student would have to copy all the work to insert their own pictures, so at some point it becomes more effort than just doing the practice yourself.
I hope having some example activities helps you to translate your own activities to digital versions! Let me know if you have another creative way to replicate an interactive activity digitally!