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Angle bisector problem

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#geometry #trigonometry #triangles
101
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Find the length of segment $AJ$

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#geometry #contest-math #euclidean-geometry #triangles
107
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Find the angle $x$

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#geometry #trigonometry #soft-question #triangles
428
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Calculate one side of a triangle, given: other sides, sum of two sides

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#geometry #trigonometry #triangles
147
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How to find the altitudes of all triangles?

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#trigonometry #triangles #pi #polygons
340
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Finding values of $x,y,z$ in three rows of quadratic equations

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#geometry #trigonometry #contest-math #triangles #quadratics
253
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How many right angled isosceles triangles with Perimeter=n can be drawn for $n<2017$

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#triangles #integers
278
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Coordinates of a point on the side of a triangle

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#triangles
95
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Geometric location

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#geometry #euclidean-geometry #circles #triangles #locus
37
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solving right angled triangles and isosceles triangle:

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#triangles
56
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(zooming on cluster of points in (2D)- calculate Z coord. for which α = β

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#linear-algebra #geometry #triangles #angle #clustering
1k
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Why is there no direct relationship between angle and side length in a triangle?

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#trigonometry #triangles
257
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What is the problem with this figure "proving" that $273=272$?

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#geometry #analytic-geometry #triangles
939
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Perimeter of a triangle inside a rectangular solid? (SAT Math 1)

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#triangles #solid-geometry
88
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If $|a|\le1,|b|\le1,|c|\le1,|b-a|\le|c-a|$ then show that $\frac{|b-c||b-a|}{|2c-b-a|}\le1$ where $a,b,c \in \mathbb{C}$

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#complex-analysis #analysis #inequality #complex-numbers #triangles

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