Difference between revisions of "Hinge Theorem"

(Hinge Theorem moved to Base Angle Theorem: It's not called the Hinge Theorem. It's called the Base Angle Theorem.)
 
(The Hinge Theorem is different from the Base Angle Theorem.)
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#REDIRECT [[Base Angle Theorem]]
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The '''Hinge Theorem''' states that if two triangles <math>ABC</math> and <math>DEF</math> such that <math>AB=DE</math>, <math>BC=EF</math>, and <math>AC>DF</math>, then <math>\angle ABC>\angle DEF</math>.
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Latest revision as of 17:46, 17 January 2025

The Hinge Theorem states that if two triangles $ABC$ and $DEF$ such that $AB=DE$, $BC=EF$, and $AC>DF$, then $\angle ABC>\angle DEF$.

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