U trokutu
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vrijedi

. Ako je
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točka na stranici
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takva da je
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, izračunaj
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. Rješenje napiši u stupnjevima, zaokruženo na dvije decimale.
In the triangle
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,
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holds. If
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is a point on the side
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such that
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, calculate
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. 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]