Skip to main content

Visibly Random Groupings


About six months ago I was browsing on twitter when I came across some Maths education people tweeting about #VRG, #VNPS and #thinkingclassroom. This led me down a wonderful rabbit hole of figuring out what these mysterious acronyms stood for. In today’s blog post I’m going to focus on #VRG which, I discovered, stands for Visibly Random Groups. Visibly Random groups is an idea put forward by Peter Liljedahl. 

Usually when it comes to carrying out some group work in the classroom there are two standard ways that the groups are formed. Either the students themselves pick the groups or the teacher picks the groups. When the teacher picks the groups, there is usually some underlying reason that the groups are assigned in this way. Perhaps the teacher wants to make sure that there is one strong student in each group. Or maybe the teacher wants to split up some students who tend to be chatty. When the students pick the groups they will tend to pick groups with their friends. In visibly random groups there is no such agenda. The groups are chosen by chance and this is visible to the students.

Lilejdahl claims that there are many benefits to creating visibly random groups in the Mathematics classroom. 


Positive effects of using Visibly Random Groupings include:



  • Students become more willing to work with whatever group they are assigned to.
  • Students learn better from each other.
  • Social barriers within the group are lessened.
  • Students rely less on the teacher to provide the answers.
  • Engagement and enthusiasm are increased.


FlipQuiz Random Group Generator
The actual mechanics of creating the visibly random groups can be done in lots of ways. I personally use an online random group generator. My tool of choice is part of flipquiz. You just input the student names or copy and paste from a list and generate random groups. I do this on the overhead projector so that students see that the groups are random and can also see who they should team up with.

I do find the method of Visibly Random Groups to be surprisingly simple and effective.  My groupwork seems to have become a lot more successful. I also really like the effect it has on the dynamic of the class. The students get to know each other better and build rapport. 

I often use the random group generator when I feel the energy in the room is taking a dip. It's a great excuse to get the students up on their feet and moving around. Sometimes this, together with a change of partner, can be enough to break the lesson up a little and give the students another burst of energy.




Liljedahl P. (2014) The Affordances of Using Visibly Random Groups in a Mathematics Classroom. In: Li Y., Silver E., Li S. (eds) Transforming Mathematics Instruction. Advances in Mathematics Education. Springer, Cham

Laura Wheeler's great blog post on VRG and VNPS


Comments

Popular posts from this blog

Domino Logic Gates. Fun and hands-on.

Domino logic Gates: A hands on lesson on boolean logic One of my favourite classes this year was one where we built domino Logic gates. We were seven weeks into a first year maths course for computer science students. We had been working through sets  then algebra and then Boolean Algebra. Each week we had one three hour lecture (horrific, right). In the seventh week there was the first in class test for the module and I knew that the students were going to be tired after doing the test and I needed to keep it "light" somehow for the remainder of the three hour period. I was also working with these same students in a module called Effective Learning and Development and from discussion in that module I knew that a few of the learners were the type of learner that liked to move and do hands on work (there was a time that I would have said they were learners with a kinesthetic learning style but I know that is all out of vogue at the moment). I had been thinking of ways to t...

Numbas Question using Eukleides

Experimenting with using the new Eukleides extension in Numbas v4.0 A few weeks ago I attended an advanced numbas workshop given by Christian Lawson-Perfect in Cork Institute of Technology. During the workshop Christian introduced us to some of the newest features of Numbas that might be useful for us. Two things that immediately struck me as useful were the Eukleides extension and also the ability to embed a Numbas question into a blog. So here I am three weeks later finally getting around to trying both of those things out. A couple of years ago myself and Julie were both working on the teame.ie project which involved a lot of thinking about Numbas questions and trying to create nice exams and questions to help students with their learning via scaffolded tests and formative feedback.  We had difficulty getting the trigonometry questions to look nice and I'm not sure that our way of making the diagrams variable was ideal. So I decided to revisit one of those questions and r...