SHAKUNTALA DEVI MOVIE REVIEW.

 SHAKUNTALA DEVI MOVIE FULL REVIEW. 

FROM WHERE WE CAN WATCH shakuntala devi in HINDI?. First we check some information of the movie which is given below. 

RATING:6.1

DIRECTOR:ANU MENON 

RELEASE YEAR:2020

STARS: VIDYA BALAN 

WRITERS: ANUM MENON, NAYANIKA MAHNANI, ISHITA MOITRE ( DIALOGUE ) 

AGE LIMIT: 10+

GENRE:DRAMA 

AVIALABLE IN: HINDI 

AVIALABLE ON:AMAZON PRIME VIDEO 

MY RATINGS:3.5/5

SOME FACTS ABOUT SHAKUNTALA DEVI:

• In 1977 in USA, she competed with a computer to see who gives the cube root of 188138517 faster, she won.
• At the Southern Methodist University, she was asked to give the 23rd root of a 201-digit number; she answered in 50 seconds. Her answer—546,372,891—was confirmed by calculations done at the U.S. Bureau of Standards by the Univac 1101 computer, for which a special program had to be written to perform such a large calculation.
• On June 18, 1980, she demonstrated the multiplication of two 13-digit numbers 7,686,369,774,870 x 2,465,099,745,779 picked at random by the Computer Department of Imperial College, London. She correctly answered 18,947,668,177,995,426,462,773,730 in 28 seconds. This event is mentioned in the 1982 Guinness Book of Records

STORY LINE:

THIS MOVIE IS BASED ON REAL LIFE THIS IS MOVIE IS TOTALLY DEDICATED TO SHAKUNTALA DEVI A  MATH GENIUS WHO CAN SOLVE NUMBER WITHIN FEW SECONDS WITHOUT WRITTING JUST USING BRAIN LET ME INTRODUCE THE MOVIE STORY FIRST 

Here is a story I was told recently by someone who had gone to see her when he was in high school, I believe. (I put the story in quotes to simplify pronoun use, but I am paraphrasing)

"She was performing at a local university, and my school arranged a trip to go see her. On the bus going there, my friend was preparing a question to ask her; he was zealously working out the answer on scratch paper.

When we were there, she took questions from the audience of course. At the very end, when it was time for the last question, she called on him. He asked her: 'What is 7 to the 13th power?' She just laughed. 'I thought you were going to ask me something hard.'

'Well, what is it?' he persisted. She immediately gave the answer. He said, 'No, that's wrong!' The audience gasped. 'Well, what answer do you have,' she asked him. He confidently read the answer off his scratch paper.

She chuckled. 'Oh, I see what you did,' she said. 'First you computed 7^2 = 49, and then 7^4 = 49^2 = 2401, and then 7^8 = 2401^2 = 5764801. And then, for the next step, to get 7^12, you multiplied 7^4 by 7^8, and you then just have to multiply by 7 to get your answer. But when you multiplied 2401 by 5764801, you carried wrong in the thousands column and that's why you got the wrong answer.'

He checked his scratch paper, and that was exactly what he had done. 

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