U trokutu
![ABC (BC > CA)](/media/m/f/0/4/f04ac2865dd12b21f739eb50d1be6918.png)
vrijedi
![= 45^{\circ}](/media/m/d/9/7/d97b6f1066e04f1a50a73e37b6a6a8f4.png)
. Ako je
![D](/media/m/7/0/0/7006c4b57335ab717f8f20960577a9ef.png)
točka na stranici
![BC](/media/m/5/0/0/5005d4d5eac1b420fbabb76c83fc63ad.png)
takva da je
![CD = CA](/media/m/3/6/c/36cf9ed08746fe497b4b8b37b1e5c64f.png)
, izračunaj
![\angle BAD](/media/m/4/2/a/42a435e46df769e232df33aa424a3e9d.png)
. Rješenje napiši u stupnjevima, zaokruženo na dvije decimale.
In the triangle
![ABC (BC > CA)](/media/m/f/0/4/f04ac2865dd12b21f739eb50d1be6918.png)
,
![= 45^{\circ}](/media/m/d/9/7/d97b6f1066e04f1a50a73e37b6a6a8f4.png)
holds. If
![D](/media/m/7/0/0/7006c4b57335ab717f8f20960577a9ef.png)
is a point on the side
![BC](/media/m/5/0/0/5005d4d5eac1b420fbabb76c83fc63ad.png)
such that
![CD = CA](/media/m/3/6/c/36cf9ed08746fe497b4b8b37b1e5c64f.png)
, calculate
![\angle BAD](/media/m/4/2/a/42a435e46df769e232df33aa424a3e9d.png)
. Write the solution in degrees, rounded to two decimal places.
[lang = hr]
U trokutu $ABC (BC > CA)$ vrijedi $\angle CAB$ $- \angle ABC$ $ = 45^{\circ}$. Ako je $D$ točka na stranici $BC$ takva da je $CD = CA$, izračunaj $\angle BAD$. Rješenje napiši u stupnjevima, zaokruženo na dvije decimale.
[/lang]
[lang = en]
In the triangle $ABC (BC > CA)$, $\angle CAB$ $- \angle ABC$ $ = 45^{\circ}$ holds. If $D$ is a point on the side $BC$ such that $CD = CA$, calculate $\angle BAD$. Write the solution in degrees, rounded to two decimal places.
[/lang]