# Difference between revisions of "Isosceles triangle"

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An '''isosceles triangle''' is a [[triangle]] with exactly two [[congruent]] sides. The [[angle]]s opposite the sides of equal length are equal in measure. The term is originally Greek, meaning "equal legs," since the two sides of equal length are usually referred to as the "legs" of the triangle, with the remaining side being called the "base." In Euclid's ''Elements'', triangles which are not isosceles were referred to as ''cholos'', meaning "lame." | An '''isosceles triangle''' is a [[triangle]] with exactly two [[congruent]] sides. The [[angle]]s opposite the sides of equal length are equal in measure. The term is originally Greek, meaning "equal legs," since the two sides of equal length are usually referred to as the "legs" of the triangle, with the remaining side being called the "base." In Euclid's ''Elements'', triangles which are not isosceles were referred to as ''cholos'', meaning "lame." | ||

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## Revision as of 01:55, 16 January 2009

An **isosceles triangle** is a triangle with exactly two congruent sides. The angles opposite the sides of equal length are equal in measure. The term is originally Greek, meaning "equal legs," since the two sides of equal length are usually referred to as the "legs" of the triangle, with the remaining side being called the "base." In Euclid's *Elements*, triangles which are not isosceles were referred to as *cholos*, meaning "lame."