It was a classroom. The sixth standard classroom. The mathematics teacher was strolling. From left to right. After few cycles, from front to back. He had given an exercise to the students. Two, in fact. One was an algebra problem and the other was a geometrical construction. The eyes of the students were showing the signs of fear, excitement, joy, tension, wonder, etc. depending upon the mind to which they belonged. But the teacher was ruthless.
If he saw something silly, he would stop and give a special treatment of impulse-strike, aided by his strong knuckles, on the head. He was sincere in trying to explain things. You had to tell him that you did not understand. He would explain. Again tell him that you did not understand. He would explain. Again tell him that you did not understand. He was quite patient. He would explain again. Explain again and again. Tell him you had understood and do a simple and silly mistake. You would then know what others were always saying - that he was a good volley-ball player. The only thing was the hit would leave a mark on your head.
He was interested in answers as well as how it was written (algebra) and drawn (geometry construction). The line that comes between numerator and denominator would often become a line that brings you either good pat or hit. The circles and lines should be circles and lines of same thickness. If you were going to draw a line second time to get good impression, you better do it for that line completely. If some portion of the line had more strokes than the other, the stroke you left would emerge on your head or palm.
Once a parent came and asked him in front of us, why did he reduce some marks though their son had correctly constructed the geometrical object. He said,
"Mathematics is a beautiful subject. When you write about such a beautiful subject, there is no place for any ugliness there. Whether you write or talk or communicate or learn, you have to do justice to the beauty of the content. You have to discipline yourself to appreciate the subject. Just knowing how to construct will not do. It is not enough for me."
That was Chandran Sir.
I did not understand completely then. That was the age where you would associate beauty to visuals and sounds; not to few symbols and their meanings. Those words and their contents have grown along various directions over a period of time destroying the artificial markings of human exploration. They go beyond subjects and ideas. Stressing the importance of how you could express something beautiful in a beautiful manner is such a wonderful feeling to pass it on to the next generation.
I liked him then. I like him now.
Happy Teachers' day.
"Mathematics is a beautiful subject. When you write about such a beautiful subject, there is no place for any ugliness there. Whether you write or talk or communicate or learn, you have to do justice to the beauty of the content. You have to discipline yourself to appreciate the subject. Just knowing how to construct will not do. It is not enough for me."
That was Chandran Sir.
I did not understand completely then. That was the age where you would associate beauty to visuals and sounds; not to few symbols and their meanings. Those words and their contents have grown along various directions over a period of time destroying the artificial markings of human exploration. They go beyond subjects and ideas. Stressing the importance of how you could express something beautiful in a beautiful manner is such a wonderful feeling to pass it on to the next generation.
I liked him then. I like him now.
Happy Teachers' day.
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