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Maths Olympiad Daily Problems

Maths Olympiad Daily Problems

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This channel is created for maths lovers and maths Olympiad aspirants who loves to solve daily some good level of thinking problems in maths.also we discuss those problems https://t.me/mathproblemsdiscussiongroup and we can send our doubts in maths.

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Can someone provide a diagram for this?
Can someone provide a diagram for this?

Anand Raj

IMG_20251030_071940_132.png0.24 KB

Well it’s Kel here VERY NOOB
Well it’s Kel here VERY NOOB

This problem is from a class 11 module of jee from chapter = sets, 🙊😶‍🌫 solve guys

Try! 😳
Try! 😳

photo content

Delete this to prevent copyright ©️😘

Allen ioqm recordings.pdf0.61 KB

Allen MWF Lectures Only for Beginners 🤘

🚀 #ProblemMODP 49 Algebra Solve and send ur solution:) Send the solution of RMO Mock
🚀 #ProblemMODP 49 Algebra Solve and send ur solution:) Send the solution of RMO Mock

Let there be an n×n grid with only possible entries +1,-1. Find the maximum k such that there exists k rows with positive sum and k columns with negative sums.

Find the minimum value of |SinX + COS X + TAN X+ COSEC X+ SEC X+ COT X|

Credits to @namansethia1
Credits to @namansethia1

Problem 1. {x} +{x²} +{x³} < 3 € Z (≠0) Find number of solution. 😭 Try , definately you would feel happy after solving this

Next problem of which topic ??
Anonymous voting

Solve:
Solve:

#ProblemMODP 43 There are two boxes. Initially, one box contains m chips and the other contains n chips. Such a position is denoted by (m,n), where m > 0 and n > 0 The two players alternate moving. A move consists of emptying one of the boxes, and dividing the contents of the other between the two boxes with at least one chip in each box. There is a unique terminal position, namely (1,1). Last player to move wins. Find P-positions and N position and how to win game in N position

Guys there is a typo in one question of #ProblemMODP 43 and in RMO Mock There are two boxes. Initially, one box contains m chips and the other contains n chips. Such a position is denoted by (m,n), where m > 0 and n > 0 The two players alternate moving. A move consists of emptying one of the boxes, and dividing the contents of the other between the two boxes with at least one chip in each box. There is a unique terminal position, namely (1,1). Last player to move wins. Find all P-positions.