/
Quadrilateri
Nella figura, le rette a, b, e c sono parallele. Sono corrispondenti i seguenti segmenti:]]>
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
1.0000000
0.3333333
0
true
true
abc
Risposta corretta.]]>
Risposta parzialmente corretta.]]>
Risposta errata.]]>
AB e BC.]]>
AD e BE.]]>
CF e FE.]]>
BC e EF.]]>
AC e DE.]]>
<question/>