Math (Un)Fair Reflection
What Worked Well
This Math Fair activity really impressed me. Almost
all the students I met were engaged in and were willing to explain the reasons
why their activities were fair or unfair. I think this Math Fair event seemed
to be a big success. First of all, I believe this event helped students develop
the interests of math learning. Students were divided into different groups and
they designed their own games. In this way, students could choose the topics
they liked and made their own signboards and other required materials. The
process of learning math became a joyful journey. Students could develop their
understanding of probability through the interaction with their participants.
At the same time, they also had chances to take part in other groups’
activities and learn from that. Secondly, I think because students needed to
explain the probability theories behind their activities, they got the chances
to be “teachers’. I found majority of students were willing to explain the
reasons and felt excited about this. And their explanations required them to do
some “homework” to make sure they could understand those probability theories
first. In this way, I think students developed positive motivations which ensures
that they acquired knowledge and skills in a meaningful way and help them
engage in deep learning. All in all, I think almost all the students were
deeply involved in those activities and really enjoyed the learning
process. That’s why I think this Math
Fair event was very successful and effective.
What Could Be Improved
Firstly, I found some students looked tired when they
need to explain again and again. As a result, some of them just let us see the
calculations they did instead of explaining to us. I think we could set up
those activities into Round 1 and Round 2. Probably students could switch in
every 30 minutes. In this way, students could have a break and have time to try
other groups’ activities as well. Secondly, I think some students were not sure
about their explanations or did not know how to explain their ideas mathematically.
If teachers could give students a practicing presentation chance and help them
improve somewhere, then students may feel more confident about their topics.
Thanks Tiffany!
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