Share your proof or solution in the comments below. Target Audience: K-12, Honors Geometry, and College Mathematics Education.In Problem 1627, we explore ...
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Share your proof or solution in the comments below. Target Audience: K-12, Honors Geometry, and College Mathematics Education.Can a clever geometric ...
Share your proof or solution in the comments below. Target Audience: K-12, Honors Geometry, and College Mathematics Education.In Problem 1626, we explore ...
Share your proof or solution in the comments below. Target Audience: K-12, Honors Geometry, and College Mathematics Education.In Problem 1624, we explore ...
Share your proof or solution in the comments below. Target Audience: K-12, Honors Geometry, and College Mathematics Education.In Problem 1623, we explore ...
Determine all solutions in non-zero integers $a$ and $b$ of the equation $$(a^2+b)(a+b^2) = (a-b)^3.$$ Suppose that the set $\{1,2,\cdots, 1998\}$ has been ...
These problems are INMO~ish level. So trying this would be a good practice for INMO! Let $ABCD$ be a quadrilateral. Let $M,N,P,Q$ be the midpoints of ...
This problem is the same level as last year's P2 or a bit harder, I feel. No hand diagram because I didn't use any diagram~ (I head solved it) ...
A visual exploration of the intersection between geometry and artificial intelligence. This interactive map organizes the AI landscape into five ...
Geometry Challenge 1614: Share your proof or solution in the comments below. Target Audience: K-12, Honors Geometry, and College Mathematics ...
From space, the El Chino Copper Mine in New Mexico reveals a surprising world of circles, arcs, symmetry, and geometric patterns.Viewed through Google ...
Share your proof or solution in the comments below. Target Audience: K-12, Honors Geometry, and College Mathematics Education.Discover an elegant identity ...