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New posts in triangles
Find angle UFO in the picture attached
geometry
trigonometry
euclidean-geometry
triangles
plane-geometry
proving the inequality $\triangle\leq \frac{1}{4}\sqrt{(a+b+c)\cdot abc}$
inequality
triangles
Finding the shaded area in a triangle
geometry
triangles
How to find area of triangle from its medians
geometry
trigonometry
triangles
Is there a way to solve for the missing angle?
geometry
triangles
polygons
Wanted : for more formulas to find the area of a triangle?
geometry
trigonometry
triangles
area
reference-works
Can one deduce whether a given quantity is possible as the area of a triangle when supplied with the length of two of its sides?
geometry
triangles
How to prove that perpendicular from right angled vertex to the hypotenuse is at most half the length of hypotenuse of a right triangle?
calculus
geometry
trigonometry
triangles
Status of The Triangle Book [closed]
geometry
reference-request
triangles
How to calculate the area covered by any spherical rectangle?
geometry
trigonometry
triangles
area
spherical-geometry
Do there exist an infinite number of 'rational' points in the equilateral triangle $ABC$?
geometry
euclidean-geometry
triangles
rational-numbers
Any way to solve this right angle triangle problem without trig? [duplicate]
geometry
triangles
recreational-mathematics
Vector path length of a hypotenuse
geometry
triangles
Of all polygons inscribed in a given circle which one has the maximum sum of squares of side lengths?
euclidean-geometry
triangles
How to find the third coordinate of a right triangle given 2 coordinates and lengths of each side
geometry
computational-geometry
triangles
How to calculate the radius of the curved side of a triangle?
geometry
triangles
circles
How is $\sin 90° = 1$ possible?
functions
trigonometry
triangles
ratio
Solving Triangles (finding missing sides/angles given 3 sides/angles)
geometry
algebra-precalculus
trigonometry
euclidean-geometry
triangles
How do I prove that $\left( 1-\frac{a}{b} \right)\left( 1+\frac{c}{d} \right)=4$?
geometry
trigonometry
triangles
prove that the intersection of the two lines $l_1$ and $l_2$ is concyclic with midpoints of three sides of a triangle
geometry
euclidean-geometry
triangles
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