EFGH is a parallelogram where EF FG. Determine whether the parallelogram is a rhombus. If so, by which property? A. Rhombus; congruent adjacent sides property B. Rhombus; perpendicular diagonals property

EFGH is a parallelogram where EF FG. Determine whether the parallelogram

is a rhombus. If so, by which property?
A. Rhombus; congruent adjacent sides property
B. Rhombus; perpendicular diagonals property
OC. Not a rhombus
D. Rhombus; bisected angles property

EFGH is a parallelogram where EF FG. Determine whether the parallelogram is a rhombus-example-1

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EFGH is a parallelogram where EF FG. Determine whether the parallelogram is a rhombus. If so, by which property? A. Rhombus; congruent adjacent sides property B. Rhombus; perpen…

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