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Euclid's Elements: Book 1, Prop 16
(I.16) Exterior Angle of a Triangle is Greater Than the Opposite Interior Angles, Proof
Euclid's Elements Book 1: Proposition 17, Angles In A Triangle
Euclid's Proposition 16: Exterior Angle Theorem
Euclid's Elements - Book VII: Propositions 17 - 20.
Euclid's Elements Book 6 - Proposition 16
Euclid's Elements - Book VII: Definitions 16 - 22.
Euclid's Elements Book 1: Proposition 32, The Sum Of The Angles In A Triangle
Euclid's Elements - Book 1, Proposition 16
The Elements of Euclid : Book 1 Proposition 16.
Euclid's Elements Book 7 - Proposition 10
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Last Updated: October 26, 2026
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In any triangle, if one of the sides be produced, the exterior angle is greater than either of the interior and opposite angles. A step by step board presentation of Learn this proposition with interactive step-by-step here: coming soon In Hi and welcome to my tutorials on nucleus patreon.com/Mathoma Heath's translation of An external angle of a triangle is greater than either of the opposite two interior angles of a triangle. Link to applet used in video: ... b=(p/q)a, d=(p/q)c if b=(m/n)d, a=(m/n)c.
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