I am an Indian and a 10th grader and shall start doing Olympiad mathematics as I shall be appearing for RMO next year. I have the following books for preparation:

- An introduction to Diophantine equations (by Titu Andreescu, Dorin Andrica & Ion Cucurezeanu)

- 103 Trigonometry problems (by Titu Andreescu & Zuming Feng)

- Euclidean Geometry in Mathematical Olympiads (by Evan Chen)

- A path to Combinatorics for undergraduates (by Titu Andreescu & Zuming Feng)

How should I start preparing ? In which order? Also, is the first book sufficient for Number theory? What book should I buy for algebra that shall be within my monetary capabilities? Don't suggest me Aops books as I don't have enough money to buy them. I have got these books from my friend.

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Pre-College Mathematics(it is a must for olympiads).Most Important thing for RMO is to solve previous year papers.

Some good books which I know:

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CoxeterorChallegnig Problems in geometry By Alfred Posamentierfor geometry,David Burtonfor number theory ,Zdravko Cvetkovskifor inequalities , rest do questions fromBrilliantandAoPS.Log in to reply