Indian claims finding new cube root formula
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Indian claims finding new cube root formula

Last Updated: Monday, February 06, 2012, 18:48
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Indian claims finding new cube root formula Agra: It has eluded experts for centuries, but now an Indian, following in the footsteps of Aryabhatt, one of the earliest Indian mathematicians, claims to have worked out a simple formula to find any number's cube root.

Nirbhay Singh Nahar, a retired chemical engineer and an amateur mathematician, claims he has found a formula that will help students and applied engineers to work out the cube roots of any number in a short time.

"Give me any number - even, odd, decimals, a fraction...and I will give you the cube root using a simple calculator to just add and subtract within a minute and a half. We do have methods and patterns, but no formula at the moment. Even the tables give cube roots of 1 to 1,000, not of fractions or of numbers beyond 1,000, for which people have to use scientific calculators," Nahar, who retired as an engineer from Hindustan Salts Ltd at Sambhar (Rajasthan), said.

Four years, thousands of sums, a lot of painstaking research and total devotion led him to develop the formula which he has now copyrighted.

"I am willing to be scrutinised and investigated by anyone in the world, and to demonstrate but I will not disclose the formula till it is patented because I want the credit for my work to go to India, my country," he added.

Nahar, who sent his findings to research journals but got no response, said he will soon write to the prime minister requesting him to arrange a meeting between him and the world's top mathematicians.

"Only when I get recognition for my formula named NAHNO (Nah stands for Nahar and NO for number) will I disclose my formula," Nahar said.

The cube root of a number is a figure, which multiplied by itself thrice gives the larger number.

Many complex and multi-staged methods are available to crack cube roots, but they are time-consuming and cumbersome. On a standard calculator, one has to go through half a dozen steps before getting the answer.

Mathematicians down the ages have all tried to get a simple formula which gives a precise answer, but it has eluded them. While Newton's formula arrives at an approximation, Nahar claims his formula leads to direct and perfect value, and no approximation.

"So far no one has been able to do it. Cube roots are a very complicated game. People have been coming out with solutions. But in 5,000 years no one has been able to discover a workable formula for cube roots. My formula will make history and add to India's mathematical genius," Nahar said.

Mathematics is not his profession nor did he take any formal training in the discipline. He stumbled on the idea while helping his grandchildren with their homework.

"It was me and the complicated arithmetic sums. In six months I found the formula which does not require use of scientific calculators," Nahar said.

Nahar said he had read both Western and Vedic mathematics and consulted all authorities on the subject.

If proved right, he will follow in the illustrious footsteps of 5th century mathematician Aryabhatt, who was known for his work in astronomy, arithmetic, algebra and trigonometry. It is said that his book helped European mathematicians learn how to calculate the areas of triangles, volumes of spheres as well square and cube roots.

IANS

First Published: Monday, February 06, 2012, 18:48

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E.R.Acharya - Nepal
If possible lets form a study group among the neighbouring countries, Nepal, India,....Lets joine, we very near. Thank yuo.
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E.R.Acharya - Nepal
I am also doing research in history of mathematics, in this moment I have also searching creations of mathematics in Nepal and finding a very new and wonderful formula for cube roots. So I addressed to you may we share our works to each oter & promote our development in this field? If possible lets share.See you again. Thank you.
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Nirbhay Singh Nahar - Agra-India
It is for information to all ardent lovers of mathematics that I have launched my website www.NAHNOROOT.com on 24 February,2012 wherein I have dedicated my NAHNO Formulae to all school going students of the world. The formulae along with illustrative example with proper explanation has been presented in the website. You may workout some problems, if you so desire.In case of any clarification is inevitable, please feel pleasure to contact me. It will not be out of place to mention that following NAHNO concept be kept in mind : (1) The Base must be the nearest perfect cube and (2) Every digit of calculated Cube Root and calculated Cube is significant and no rounding off is advised. Moreover, the Formula (P) can be applied again, in case more precision is demanded. Then `A` needs to be replaced by cube root calculated in previous step by formula (P). It is further informed that a general equation for Cube Root has also been developed.
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Dr Amit Garg - USA
I think you calculated the formula yourself but this formula is printed in 1983 article of A.M. Cohen in the paper ``Approximating square roots and cube roots`` in The mathematical Gazette, 67(1983) pp 221-223.
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Nirbhay Singh Nahar - AGRA-(INDIA)
Please send me a copy of the article by Mr. A.M. Cohen so that I can go through it before offering my comments.Thanking you.i
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Akhilesh jain - Ratlam(m.p.)
Its really great to know about your success . I hope this formula help the students all over the world. and this success of yours is Unforgettable. Great Work n We all Proud of you.....
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akhilesh jain - ratlam
Its really a great pleasure to know about your success. Hope this formula will help to student not of the india as wel as
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k k jain - vasai road mumbai
good sir i hope you will get recognition soon my best wishes is always with you
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shrinath paul - ranchi
if you find such a wonderful thing then you should expose it without taking any money
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Nitin Nahar - Mumbai
This is undeed a matter of great pride for all Indians and not just we Nahars. Great Work Tauji. Your hardwork and patience was the key to this success.
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VK.JAIN - JAIPUR
our eartiest congratulation for your outstanding researc work Veerendra and Shanta
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Nirbhay Singh Nahar - Agra
Thanks for the compliments. Please wait for our book to be published very soon. It will be released to market by the end of February 2012.
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Most liked Comments

Raj Kumar Mistri - Bangalore
I have also exact method, i.e. long division method for finding the cube roots like the long division method for square roots which I had discovered 12 years before in 2000, but later I knew that the same formula is available in Indian Vedic Mathematics. So, your claim for originality is not true. This method is based on the identity of (a+b)^3. If you have found it independently, then congrats, but no credit for origanility. That credit goes to our Vedic Mathematician!



martin cohen - los angeles, usa
Copyright? Patent? What kind of nonsense is this? Mathematicians publish their results and wait for the community to comment. Sounds like a crank to me.



Omesh - Gurgaon
Simply... Wonders of India... Good work Nahar.