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Mathematics 28 Online
OpenStudy (hang254):

Nathan studied the properties of a rhombus and a kite and concluded that a rhombus can be called a kite but a kite cannot be called a rhombus. Which statement supports his conclusion? The equal sides in a rhombus must be adjacent unlike in a kite. All sides in a rhombus must be equal unlike in a kite. The diagonals in a rhombus must be congruent unlike in a kite. The diagonals in a rhombus must be perpendicular unlike in a kite.

OpenStudy (anonymous):

All sides in a rhombus must be equal unlike in a kite, where the top sides are the same, yet different from the bottom two. Simple enough. :)

OpenStudy (hang254):

ok, thank you :)

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