SAIIER 2014:A Program to Encourage Critical Thinking in Children

From Auroville Wiki
Jump to: navigation, search





Gray arrow left.png
Life Education Centre
back to contents




Gray arrow right.png
Art and Integral Education
A Program to Encourage Critical Thinking in Children


Introduction

About Udavi School: Udavi is an outreach school of Auroville that caters to village children primarily from Edayanchavadi village. Udavi School is committed to provide an integral education as per Mother and Sri Aurobindo’s vision.

Research objective: How to encourage critical thinking in children in a rural school.

Research methodology: In this project critical thinking will be addressed through a three-pronged approach – through puzzles and games, classroom intervention and classes in hands-on electronics.

Intended research outputs: Children will be capable of abstract thinking, mathematization, observation and reasoning.Children will be happier and more aware of what they are doing and why they are studying mathematics.

Description of project

At the beginning of the 2013-2014 school year Udavi School started collaborating with Dr. Sanjeev Ranganathan. Sanjeev has a Ph.D in electronics and is a practicing engineer in analog and radio-frequency design. He is also passionate about cultivating critical thinking and self-awareness in children and has volunteered with “Asha for Education” for over 13 years, interacting with over 60 NGOs working in the field of science and mathematics. He partnered with our teachers at Udavi for the entire year on various aspects of our math (and science) instruction and established an electronics laboratory in the school.

We have completed a successful year of many interesting experiments and felt that though we recognize him very much as a part of our team, we also recognize that he continues to be impartial in his assessment of what we accomplished through our attempts. We have volunteered him for the responsibility of preparing the report as the author. Below is his brief personal experience that summarizes various aspects of this research:

I spent a month with the 10th graders in June being part of their mathematics classes, observing and towards the end of each class linking different concepts they learnt, e.g. similar triangles with trigonometry and coordinate geometry, geometry with algebra. I realized that many children struggled with abstract concepts they were introduced in 6th and 7th grade – fractions, algebra, word problems and a feel for what the result should look like.

I set up an electronics laboratory at Udavi to provide children an ‘exciting’ context to learn mathematics and as an exposure to a different discipline. I maintained connection with the 10th grade through a slot allocated for an electronics class, but focussed on addressing the source of their discomfort and worked with 6th and 7th grades in mathematics. I was fortunate to find teachers who not only let me take over the classes, but also support the initiative and fill gaps that I left.

I addressed fractions and number systems with use of hands on tools and games like pizza party and Denzel blocks. Together with the children we invented many games beyond the ones prescribed with the tools. We even looked at many abstract ideas like p^2-1 = (p+1)x(p-1) and how to visualize these through blocks.

Strategy games that are short yet intense like those made by the European company Gigamic were a huge hit and so were disentanglement puzzles. The 6th graders put up a stall at the school fair with these games to provide a challenge for children, teachers and visitors to play a game with them. The interest in development of strategy was high enough that each child spent over 2 hrs holding their stall before taking turns to go and participate in the fair. They even developed an idea of rewarding younger children who played well, even if they could not better them in the contest.

Children spent a lot more time with questions without being overly concerned with the right answers. Children spent time articulating questions and going between abstract and concrete. To take an example we talked about multiplication story (of 3x4: 3 bags with each 4 apples) and the fact that there are two corresponding division stories (12 apples in 3 bags and 12 apples in some bags such that each bag has 4 apples). We noticed how the first story came easily while we struggled with the other and learnt how to notice the quantities being asked and those missing to understand what kind of story was being told. This skill is fundamental to understanding algebra. We created a process of peer learning and children listened to each other. We started with simple exercises in repeating at random what the other said and later to processing what was said and converting one kind of story into another (multiplication into its division, etc). These listening exercises had an incredible impact on classroom participation, retention and being able to build on concepts of complexity.

This also led us to scientific phenomenon like speed, distance and time that have such a relationship. We also looked at density beyond a keyword and looked how we can make abstract ideas like mass and volume into more concrete seeing (volume) and lifting (weight).

I encouraged children to look at examinations as an opportunity to understand and grow. They were allowed to bring one sheet with any information they felt needed to be learnt by rote, allowing for exploration of understanding and application in the examinations. I also placed a score on meta-cognition of knowing if they got something right or wrong (and you would get a score if you were sure you got something wrong and it was). They even wrote the examinations again to see if they had a better understanding after a few weeks.

We spent a fair bit of time talking about being able to think of whether a result makes sense and catching common errors. We worked on EBD (Education By Design) and the 7th graders presentations on fractions, decimals, algebra, etc. to highlight where they commonly made errors. The process of EBD of creating quality criteria before starting the project and using a new process (increase/decrease/retain) of feedback made inputs less personal and more constructive.

Being able to talk about algebraic expressions as stories and write stories into algebraic expressions was good, but it took a whole new perspective when we worked with “geogebra” that linked geometry with algebra.

In the first term I also worked on English stories the children wrote to see it they were logical or were flowing from one context to the next.

The 10th graders made many small circuits on bread boards including LED oscillators, 555 timer circuits (which they also used for making musical notes), seven segment displays, counters, taking things apart and trying to repair them and programming micro-controllers.

I also received support from Auroville Institute of Applied Technology (AIAT) and IITM who leant us oscilloscopes to help ‘see’ electronic waveforms and cultivate intuition of what AC/DC signals look like.

The electronics lab was also utilized by some children from Deepanam School and a couple of children from TLC. There were also some classes when we were able to have an interaction with these children and the 6th graders at Udavi. The innovations in mathematics and classroom instruction were complemented with similar experiments in Isai Ambalam School.

Teaching at Udavi School has been a growing experience as a teacher and I hope to continue working towards progressive and integral education here.