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Using the diagram and the given lengths, what is the perimeter of the circumscribed quadrilateral?
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@Michele_Laino i dont understand this?
I saw online to use AB + CD = BC + DA
first step: we have a theorem which allows us to write this: \(BC=CD\) \(AB=AH\) \(DE=FE\) \(HG=GF\)
so we can write: \(BC=AC-AB=AC-AH=7-3=...\)
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4?
correct! so we can write this: \(AB=AH=3\) \(BC=CD=4\) \(DE=EF=5\) \(GF=HG=EG-5=...?\)
7?
correct! so, the requested perimeter, is: \(AC+CD+EG+GA=7+9+12+10=...?\)
38! thank you (:
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