Sunday, June 23, 2013

Satyam Kumar, whose father is a farmer, secured an all India rank of 679. He had got 8,137th rank last year and took the exam again to improve his ranking.

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
ARA: A 13-year-old child prodigy from Bihar'sBhojpur district, who had created history by becoming the youngest student to clear the IIT-JEE entrance exam last year, had cracked the prestigious examination again with an improved ranking this year. 

Satyam Kumar, whose father is a farmer, secured an all India rank of 679. He had got 8,137th rank last year and took the exam again to improve his ranking. 

The boy had broken the record of Delhi's Sahal Kaushik last year. Kaushik had cracked the IIT-JEE exam when he was 14. 

Born on July 20, 1999, Satyam had shownexceptional talent since childhood. He left Patna's Central Public School to move to Kota in Rajasthan to join an IIT coaching institute. 

The institute's director, R K Verma, took his test and found his so talented that he helped financehis studies for one of the toughest examinations in the country. 

Satyam, who passed his Class X examination from a Kota school, said he wants to be a scientist to contribute to aeronautical and aerospace engineering. 

At a function organized to felicitate him, Satyam told students to solve difficult problems of mathematics and physics playfully through duplet method.












source:TNN

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