Vineet Patawari
I am Vineet Patawari and my passion for Mathematics encouraged me to start this blog - QuickerMaths.com. I am an MBA (PGDM) from IIM Indore and a Chartered Accountant. My graduation was in commerce from St.Xavier's College, Kolkata. Currently, I am heading Kredent Academy - a capital market training institute and Career Skills Academy - a vocational training institute. I have been a web entrepreneur and have started other websites like - Fireup.co.in and MoneyBol.com.
In last few years I've conducted various seminars and workshops on Vedic Mathematics for students, teachers and working professionals.
Schools, colleges, institutes, societies or clubs can contact me directly for seminars or workshops.
Why QuickerMaths.com?
This site is dedicated to help everyone learn useful applications of Vedic Mathematics and the fun of maths in general. Welcome to QuickerMaths.com – a Blog that helps everyone to learn Quick Mathematics & to exercise their brains by very amusing puzzles & riddles.
It talks about the subject - Vedic Mathematics - which is extremely interesting and very useful in a lot of circumstances ranging from simple day to day calculations to competitive examinations.
All the posts are well researched and I try to put them forward in a very simple way.
It is absolutely FREE. You can contribute by sending your questions, suggestions and feedbacks. Visit Contact page for the same.
Subscribe to Quicker Maths
You can stay in touch with what QuickerMaths.com is up to, through our free email subscription method. Also feel free to interact with me on Twitter, Facebook and LinkedIn.





May 14th, 2013 - 23:08
I really like it whenever people get together and share thoughts.
Great blog, keep it up!
May 12th, 2013 - 13:56
Hi! I just wanted to ask if you ever have any issues with hackers?
My last blog (wordpress) was hacked and I ended up losing a few months of hard work due to
no data backup. Do you have any solutions to prevent hackers?
March 17th, 2013 - 21:43
I am confused for following question.
ABCD is atrapezium having side AB Parallel to CD. E and F are mid points of AD and BC respectively. Length of AB=a and CD=b, What is the ratio of Area of quadrilateral ABEF and EFCD in terms of a and b.(length of AB and CD)
November 12th, 2012 - 12:09
Sir,
My heartly Congratulations! Happy DIWALI TO YOU AND YOUR FAMILY.
Sorry I am back to my initial position now. Sir I want you help..please send your phone number to my email address: ramu2277888@gmail.com
Sorry I couldnot able to call you. I was bit busy building our house in my native.
Every thing is fair now..I want your sweet suggestions. Please , I want you to be in touch with me…
Sir I am preparing for IBPS PO . I have my marks in APTITUDE. I am bit week .
My reasoning score is 30.Tell me how to solve how to solve Confusing Syllogisms
which has 5-6 statements which appeared last time.
Please help me sir..
I will be waiting for your reply…You are always a source of inspiration for the stupid like me.
With regards,
Ramu T N
September 28th, 2012 - 14:03
Pal,
Kudos for the great work. There is a long debate on Vedic mathematics is neither Vedic nor Mathematics followed by Mathematican Prof Dani of TIFR.
What would be your taken on this.
Thanks.
August 1st, 2012 - 15:42
Plase make me clear about the usage of Yaavadunam method of squaring any digits say 479*479 and 978*978
August 21st, 2012 - 19:50
978 is 022 less then the base i.e. 1000 so Yaavadunam method suggests that whatever is less or more than the base subtract or add the difference from the digit Here subtract 022 from the digit say 978-022 so left hand side of the answer will be 956 and RHS of the answer will be Square of the difference i.e. 22*22=484 So the answer is 956484
479*479 HERE BASE IS 500 SAY half of the usual base 1000 so we will divide the LHS by 2 i.e 479-021=458 divide by 2 gives 229 that is LHS and square of 21=441 is RHS of answer the combining the results we get 229441
June 8th, 2012 - 16:46
Hi
That’s very good site…
hey can u post something regarding comparing heavier fractions as required in DI section in CAT??
May 26th, 2012 - 06:56
You made various good points there. I did a search on the topic and found nearly all folks will go along with with your blog.
May 23rd, 2012 - 13:07
Hello there, just became aware of your blog through Google, and found that it is truly informative. I’m going to watch out for brussels. I’ll appreciate if you continue this in future. Many people will be benefited from your writing. Cheers!
May 19th, 2012 - 20:47
Three persons A, B, and C are standing in a queue. There are five persons between A and B and eight persons between B and C. If there be three persons ahead of C and twenty one persons behind A, What could be the minimum number of persons in the queue?
May 30th, 2012 - 22:27
24 persons
July 28th, 2012 - 13:55
Hi,
Can you please explain that how it is coming to be 24?
May 19th, 2012 - 20:46
Dear Sir Please solve this Direction Problem from REASONING === Manisha ranked sixteenth from the top and twenty ninth from the bottom among those who passed an examination. Six boys did not participate in the competition and five failed in it. How many boys were there in the class?
June 6th, 2012 - 13:27
Hi Vinay,
The answer should be 16+(29-1)+6+5 = 55.
Vineet
November 13th, 2012 - 22:37
sir ,but why did you add 6 and 5 please clarify….if they didnt participate doesnt their name strike off???
April 2nd, 2012 - 12:57
hi ,
can you let me know how can i improve maths as i am bit afraid of maths ,basics not clear.
February 28th, 2012 - 23:34
good work sir
December 28th, 2011 - 19:45
sir U are really a source of information and inspiration for the students like us.
I am really happy from your vast information on Maths.I want you to provide more tips on Reasoning such as Syllogisms,arrangements and so on.
Really I am happy that you are providing enough ideas to crack the exams easily.
Really I am surprised to see you being CA,MBA from IIM helping others like this…
I don’t have any word in my dictionary to praise you…HATS OFF!
Let God may give you every thing you wish!Good Luck
and finally I have one question, i.e.How can an ordinary student can reach the height of extrordinary? or is there any natural power like intelligence for most
intelligent students? waiting for ur reply….mail me at ramutn.tn@gmail.com
December 28th, 2011 - 21:12
Thanks Ramu for such a wonderful comment, though I am not sure if I deserve so much praise. I will try to write more frequently on Reasoning.
To answer your other question, one needs seer passion for his work achieve excellence. No one is born genius. Work Hard. Stay Focused.
ATB
Vineet
October 28th, 2011 - 11:30
Excellent.
October 28th, 2011 - 11:30
Excellent. Keep posting
October 25th, 2011 - 15:48
I just ran through a couple of examples of Vedic maths and was fascinated. It certainly inspires me to do more — perhaps Vineet, you should write a book on this… I for one would certainly read it.
October 25th, 2011 - 21:52
Thanks Zoltan! Comments like yours encourages me to start writing a book or an e-book on quicker maths.
December 24th, 2011 - 00:25
Hello,
I am navya from banglore wanted to appear in CAT 2012 Thanks for the tips, please write even more, Please let us know your email ID so that I can ask you for any doubt, hope you will help me.
Thanks
Navya
December 24th, 2011 - 19:00
Thanks Navya. I’ll surely write more. Keep visiting.
December 24th, 2011 - 23:09
sir, pl post the easiest solution for the following equations
root X+y=11
x+root y=7
September 14th, 2011 - 06:29
I wanted information and facts in regards to this on Yahoo and ran into your document. I thought it was nice clear. Thanks
September 13th, 2011 - 20:48
HI Vineet will you tell me the process to subscribe in facebook of your page https://www.facebook.com/quickermaths as I can find the page but I want to subscribe to this in the sense I want notification about the page posting.
March 5th, 2013 - 16:50
Just like the page and you’ll start getting notifications.
July 30th, 2011 - 00:26
hi..
after long time , finally got excellent Maths Forum.Thanks for blog.Since I am preparing for MBA…..QA is achille’s heel…..but I am sure,with blog ike …i will definitely conquer my QAphobia…..
I small suggestion…PLs compile all tips in PDF….for ease in going through fundas….
thnks once again…
July 2nd, 2011 - 22:30
One more trick: if p is prime(except 2,3 and 5) then the number
N=11111………….(p-1) 1′s is always divisible by p
June 21st, 2011 - 11:35
great tricks sir!!!
can u plz enlighten us with
1.basics of vedic mathematics
2.Use of vedic maths in modern day QA solutions.
June 23rd, 2011 - 17:14
Thanks for appreciating!
Please visit this link for getting the answers to your questions – http://www.quickermaths.com/category/vedic-maths/
June 6th, 2011 - 09:33
very awesm website…..great tricks
May 13th, 2011 - 18:54
greetings!
i am at the office at the moment, so i do not have very much time to write… nonetheless! I really liked reading through this post. It turned out to be a bunch of excellent stuff. many thanks! Regards, Resguider
May 13th, 2011 - 15:44
Pretty nice post.I just stumbled upon your weblog and wanted to say that I have truly enjoyed surfing around your blog posts.In any case I will be subscribing to your rss feed and I hope you write again very soon!
March 24th, 2011 - 16:12
I would really love to guest post on your blog.`”:;*
May 2nd, 2011 - 18:41
I would love to have a guest post from your side
March 24th, 2011 - 14:56
Very well said, your blog says it all about that particular topic.-:`.’
March 24th, 2011 - 02:27
I just love to read new topics from you blog.:*”‘;
March 23rd, 2011 - 09:48
The way you write, you are really a professional blogger..~*”:
March 23rd, 2011 - 01:59
I think your blog is getting more and more visitors.-”~*-
March 23rd, 2011 - 00:30
Oh i really envy the way you post topics, how i wish i could write like that..’~.:
March 21st, 2011 - 13:24
I bookmared your site a couple of days ago coz your blog impresses me.`-~’~
March 16th, 2011 - 23:15
You can increase your blog visitors by having a fan page on facebook.~.;”~
December 5th, 2010 - 06:58
We just couldnt leave your website before telling you that we really enjoyed the useful information you offer to your visitors… Will be back soon to check up on new stuff you post!
November 23rd, 2010 - 19:04
This is truly an awesome bit of reading, not many blogs compare to the amount of clear info given away here for free!
January 15th, 2012 - 22:46
Thanks Apoorva for such kind words. I will soon post something on DI.
June 2nd, 2012 - 02:39
Hi Apporva,
These site is really good but i think we have to learn every thing.