Category:Incircles of Triangles

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This category contains results about Incircles of Triangles.
Definitions specific to this category can be found in Definitions/Incircles of Triangles.

The incircle of a triangle is the circle tangent to each side of the triangle.

This circle is said to be inscribed in the triangle.

Subcategories

This category has the following 6 subcategories, out of 6 total.

A

Area of Triangle in Terms of Inradius‎ (2 P)

D

Distance between Incenter and Excenter of Triangle in Terms of Circumradius‎ (2 P)

E

Euler Triangle Formula‎ (9 P)
Excenters and Incenter of Orthic Triangle‎ (4 P)

I

Inradius in Terms of Circumradius‎ (2 P)

W

Westwood's Puzzle‎ (3 P)

Pages in category "Incircles of Triangles"

The following 15 pages are in this category, out of 15 total.

A

Area of Triangle in Terms of Inradius

D

Distance between Incenter and Excenter of Triangle in Terms of Circumradius

E

I

L

O

Orthocenter and Incenter Coincide if Triangle is Equilateral

P

Pedal Circle of Incenter is Incircle

T

W

Westwood's Puzzle

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