Neka je ABCDABCDABCD konveksni četverokut takav da vrijedi
∡BAD=90∘,∡BAC=2∡BDCi∡DBA+∡DCB=180∘.\measuredangle BAD = 90^\circ, \quad \measuredangle BAC = 2\measuredangle BDC \quad \text{i} \quad \measuredangle DBA + \measuredangle DCB = 180^\circ.∡BAD=90∘,∡BAC=2∡BDCi∡DBA+∡DCB=180∘.
Odredi mjeru kuta ∡DBA\measuredangle DBA∡DBA.