1.b) ABCD romb=>m(∡A)=m(∡C)=30°
Notam d(B,DC)=BE=> BE⊥CD=>m(∡BEC)=m(∡BED)=90°
m(∡EBC)+m(∡BCE)+m(∡CEB)=180°=>
=> m(∡EBC)+30°+90°=180°=>
=> m(∡ECB)+120°=180°=>
=> m(∡ECB)=180°-120°=>
=> m(∡ECB)=60°
Conform TEOREMEI 30,60,90, cateta opusa unghiului de 30° este jumatate din ipotenuza.=>BE=BC:2=>BE=36:2=>BE=18cm=>d(B,CD)=18cm
a) Aromb=latura x inaltimea =>Aromb=BEXCD=> Aromb=36x18=>Aromb=648cm²