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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Hindiston58 240 Taʼlim30 037

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Obunachilar

-124 soatlar

+587 kunlar

+20130 kunlar

740

Post ko'rishlar

~ 37724 soatlar

~ 49148 soatlar

13.32%

Muloqot nisbati

~ 5

Kuniga postlar

Ads index

beta

Postlar arxiv

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Source: Some USAMO problem

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Source: Putnam 1986

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Let P be point on side ab in triangle ABC such that AP equal 3pv let Q belongs to C such that aq equal 4 QC prove that BQ bisects a line segment CD

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Screenshot_2026_04_18_22_30_20_78_40deb401b9ffe8e1df2f1cc5ba480b12.jpg0.35 KB

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Also complex combinatorics chapter of PFTB by Titu also contains a similar technique on a much advanced level.

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https://artofproblemsolving.com/community/c1340h1003741_roots_of_unity_filter?srsltid=AfmBOorqieGq3_0zK4dEaBS31oVc8wpkdvZgYViAr2pv-_zijU6KECtR Roots of unity filter Also read Evan Chen summations handout for more information

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good problem try

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EGMO 2026 p6 really cool nt

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EGMO 2026 p1 ez problem try

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https://berkeley.mt/events/bmmt-2026-online/

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