Which statement accurately describes an isosceles triangle?

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Multiple Choice

Which statement accurately describes an isosceles triangle?

Explanation:
Two sides being equal defines an isosceles triangle. When two sides are the same length, the angles opposite those sides are also equal, giving that characteristic symmetry around the vertex. This is what sets an isosceles triangle apart from a triangle with no equal sides (scalene) and from a triangle where all three sides are equal (equilateral). The description about a polygon with four sides refers to a quadrilateral, not a triangle.

Two sides being equal defines an isosceles triangle. When two sides are the same length, the angles opposite those sides are also equal, giving that characteristic symmetry around the vertex. This is what sets an isosceles triangle apart from a triangle with no equal sides (scalene) and from a triangle where all three sides are equal (equilateral). The description about a polygon with four sides refers to a quadrilateral, not a triangle.

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