I am a student of class 10th from India and I cleared RMO stage-II this year, however could not get past through INMO. My result came just a day before INMO(cleared after reevaluation), therefore I could not do any preparation, however I am determined to clear INMO this year for any cost. I realized the level of INMO was much higher than RMO. I've got tonne of books, but they just reach a very high level in no time, and give me nothing more than a tough time. Any help would be appreciable.

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TopNewestI shouldn't be boasting this but I have attended classes of Akashnil Dutta, with Debdyuti and Subham Bhakta is a great friend of mine. I'v seen the latter two developing in front of my eyes. So I am quite the right person to write here even though I never qualified INMO. Here's what they did:

Do Arthur Engel thoroughly. It is a standard book not only in India but across the Eastern countries. [The West have their own set of rules of playing the game]

See what you like most; do that up to IMOTC, IMOSL level. It is very important to have a specific favourite. Be sure not to miss at least that in INMO. It is always better to do 2 fully correct rather than 4 half-solutions. All the people I mentioned above are next to God in geometry.

Don't go for something very technically high standard and/or those which you won't completely understand like Langrange Multipliers, Prime Number Theorem, etc.

Learn to write good proofs. You have to convey the examiner that you know what you've done.

For any problem faced, ask your Regional Coordinator.

Lastly, a winning dogma

"Great men don't do different things, they do things differently".Peace and happy learning.

Cheers! AD.

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Hello! My prime weakness is Geometry and little bit combinatorics . Can you please help me to become good in these topics.? please.. Arthur angel level of geometry is very very high.

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I don't think I'm experienced enough to comment on Combinatorics. Engel's combinatorics is enough I suppose. But I've heard Path to Combinatorics is a good book. Even this year, INMO lifted a problem from there. I admit that Engel's geometry is not good for a novice. It is little different. You won't get problems like that in INMO but it is good for IMO. INMO is little old-fashioned and still gives problems on angle-chasing and trigonometric manipulations. But IMO geometry is not like that anymore. INMO will never dare giving problems like USAMO'86/p4. Firstly learn and

understandthe first two chapters of "Geometry Revisited". It is a classical suggestion for all geometry beginners. Then try out previous year INMO problems as well as those from "Challenge and Thrill of Pre-College Mathematics". You might also learn theory from CTPCM but personally I find it boring. Also, you can look at the geometric parts of Titu Andrescu's "103 Problems in Trigonometry". Occasionally you may try problems of Iran, Vietnam or China. They give problems like INMO but tougher. Once you're able to solve China TST 2001-2008 problems you'll know that you are going to make your country proud!Peace and happy learning!

AD.

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Complex NumberComplex Numbers from A to. . . Z by Titu Andreescu

the article "Complex Numbers in Geometry" of imomath website

The others, there are no specific books addressing these problem solving strategies but I would suggest you to avoid mass point geometry(barycenters). For coordinate do the usual IIT stuff and then you may glance through the classic book

"Conics Section Treated Geometrically". If you are really keen to these stuff then you can get pretty awesome pdfs on a Google search.I'd say to crack INMO problems first try Euclidean Geometry, constructing, extending lines, etc. If it doesn't work, use cos rule and sine rule and you have high chance of getting the answer. Also, application of complex numbers is only reliable if everything happens on a certain circle and there are many points on the circle. It will lead you nowhere if there are many circles. Coordinate geometry bashing is more important in solving problems where you give an answer like AIME or even Brilliant. If you want to 'prove' something using coordinate geometry then there will a problem of dealing with a lot of variables.

Peace.

AD.

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Hi Abhishek sir, Im from karnataka, do you think that reading art and craft of problem solving is enough for RMO? what books do you suggest?

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Well,madhyamik's going to end this tuesday,this year I could'nt crack RMO cause I was too preoccupied with scoring decent marks in arts group.Jehetu tumi bangali tai banglae boli,:P brilliant e 1st bangla use korchi,ISI er kache je Ramanujan School Of Maths ache okhane ki RMO preparation korano hoy? Kolkata'r kachakachi RMO n INMO prep kothao korano hoy ki?

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mone hoye je RMO ar INMO r preparation hoye, aami o jante cheyechhi je ki konu Institute bole achhe na ki Kolkataye Forgive my Bengali, only 3 years here, personally i am not a bengali for non bengalis - is there any insti for RMO , INMO prep in Kolkata?

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Translation for the sake of formality-Since you're a bengalee I'd like to speak in bengali,is there any coaching institute for RMO near kolkata?and does ramanujan school of maths have classes for RMO prerp?

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I understand you are eager; but I think it is good to maintain a certain level of of formality here. I've added my email id, its better you contact me there.

Peace.

AD.

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Sir which book do you think is good for inequalities , I am currently working on Pham-him-king secrets in inequalities ( in computer) and solving problems in AOPS.

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You are lucky that you know about these books at this young age. It was distributed during IMO 2007. Have faith in it(since its going to be a tough read) and you can later have a look at "Geometric Inequalities" by Nicholas Kazarikoff and "Geometric Problems on Maxima and Minima" by Titu Andreescu since PHKing avoids some geometric inequalities. Also, since you'are in AoPS you'll surely know Sayan Mukherjee(Potla);if you're thinking about inequalities, he's your man;

Peace.

AD.

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Delhiand could u suggest some books for rmo preparation? it would be a really great help!Log in to reply

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Peace. AD.

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Peace. AD.

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Just pick up a book and start!! Your effort is important, not the book. Excursion or Problem Primer are equivalent, but as the name suggests

ProblemPrimer has less of theory.Peace. AD.

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authorofexcursion in mathematics?Log in to reply

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Peace. AD.

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Sir I've got a favorite subject, Number Theory... and to some humor point I did do 4 half solutions in this year INMO... but I do understand what you say, I greatly appreciate it... and I ain't next to God but I would say fine in Geometry...

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you solved 4 and half problem in this year INMO , then you would have top the exam indeed !

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im not able to solve ctpcm wat should i do

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@Ekdeep SIngh Lubana Does Re-evaluation help? Can you pls tell me what was ur score before and After RE-Evaluation Coz i M going for it now Thanks

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Can please someone of you will send Pre RMO papers of Madhya Pradesh Region to my E-Mail. ajayush939@gmail.com If papers of M.P. is not possible then any other region please, it will be great help for me. Thanks for any help.

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can u name those books pls pls pls

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i am in 9 presently, want to clear RMO next year, i have ctpcm, but is there any book which starts from basics, and is easy to understand.

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Hi Abhishek sir, Im from karnataka, do you think that reading art and craft of problem solving is enough for RMO? what books do you suggest?

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Same with me , you are in class 10th right.?

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Hello I am also in class 10 and I had qualified for RMO last time but failed to qualify for inmo scoring 28 marks only...

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Yes indeed and I'm happy enough to make it till RMO but this year I'm getting past INMO, for any cost

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anyone can tell me the name of any good book for ploynomials? it is troubling me the most. And i just wanted to ask that if i can use trigonometric methods for solving geomtry problems in the rmo.

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hey guys, i am in std 10 at present even i tried for RMO last year but failed.however i really want to crack it this year. please help.

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