Area of rhombus when perimeter and single diagonal is given
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Given: BD=BE+ED=12+12=24meters; AC=AE+EC *note AE=EC
As you see we can get AE or EC by Pyth Theorem since it forms a Right Triangle:



Therefore, Diagonal, 
In conclusion, as we noted above, we take "half" of the product of the Diagonals: A=(1/2)(AC)(BD)=(1/2)(32m)(24m)=384sq.meter
Thank you,
As you see we can get AE or EC by Pyth Theorem since it forms a Right Triangle:



Therefore, Diagonal, 
In conclusion, as we noted above, we take "half" of the product of the Diagonals: A=(1/2)(AC)(BD)=(1/2)(32m)(24m)=384sq.meter
Thank you,
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