Question

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Consider these statements. • All squares are equiangular. • Some rhombuses are squares. Which conclusion can be made using both statements? Some rhombuses are equiangular. Some rhombuses are rectangles. A rhombus is always equiangular. All rhombuses are squares.

Answer 1

some rhombuses are rectangles

Explanation:

Answer 2

A rhombus is equilateral: all of its sides are of the same length. But it is never equiangular. A rhombus by definition has two opposite sets of equal angles. It can never, therefore, be equiangular.

Explanation:

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