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Exercises for Practice
Exercises for 14 to 16 Year Old Students
Problems for 17 to 18 Year Old Students
8 other sections not shown
ABCD angle bisectors arbitrary area of triangle arithmetic progression cells circumcircle circumradius coefficients color congruent consecutive contains convex convex polygon cuboid cyclic quadrilateral diagonal disks disqualified teams divided divisible divisor edges elements equal equation equilateral triangle exactly Figure Find the maximum finite number following inequality function given graph greatest common divisor hexagon Hungarian Hungary incircle inscribed circle integer solutions intersection points isosceles triangle KoMaL Kurschak Competition largest lattice point least length Let us denote line segments Mathematics minimum number natural numbers neighboring nonnegative integer odd number orthocenter pairs pairwise perfect squares perimeter plane player polygon polyhedron polynomial positive integer positive numbers prime number problems Prove the following Prove the inequality pyramid quadrilateral radius rational points real numbers real solutions rectangle respectively right triangle sequence Show sphere strange number subsets surface area tangent tetrahedron triangle ABC USAMTS vertex vertices volume