New posts in triangles

Problem with the Pythagorean theorem [duplicate]

Is a triangle with two equal angles always isosceles?

Isosceles triangle with duplicated side of 2 each and base $1+\sqrt{5}$, find the third angle.

Show that a triangle is right angled

Circle and triangle

Prove that the perpendiculars from P,Q,R to BC,CA,AB respectively are also concurrent.

Sliver triangle

Number of triangles $\Delta ABC$ with $\angle{ACB} = 30^o$ and $AC=9\sqrt{3}$ and $AB=9$?

How do you identify the base & perpendicular of a right angled triangle.

What is the geometric interpretation of the value of the secant and cosecant of an angle?

Proving the area is irrational for triangle with integer vertices

Solve the angle $\angle{DCB}$ in triangle $\triangle{ABC}$ with $\angle{A}=84^{\circ}$

What is a right triangle with its sides on x and y axis called?

Relation between incentre of a triangle and a circle touching its two sides and circumcircle

If a,b,c are sides of a triangle, prove: $ \sqrt{a+b-c} + \sqrt{b+c-a} + \sqrt{c+a-b} \le \sqrt{a} + \sqrt{b} + \sqrt{c} $

Integer Triangle Radicals conjecture

Identity for $4\sin^2\alpha\sin^2\beta\sin^2\gamma$ expressed as product of terms $(\pm\sin\alpha\pm\sin\beta\pm\sin\gamma)$

Sum of Angles in a Triangle.

If, in a triangle, $\cos(A) + \cos(B) + 2\cos(C) = 2$ prove that the sides of the triangle are in AP

Geometry problem with triangle