Neka je
pravokutan trokut sa pravim kutem u vrhu
i neka je
. Točke
i
su na katetit
tako da
. Izračunaj omjer duljina dužina
i
.
Let
be a right‑angled triangle with the right angle at vertex
and let
. Points
and
lie on the leg
such that
Find the ratio of the lengths of the segments
and
[lang=hr]
Neka je $ABC$ pravokutan trokut sa pravim kutem u vrhu $B$ i neka je $\sphericalangle A = 50^{\circ}$. Točke $K$ i $L$ su na katetit $BC$ tako da $ \angle KAC = \angle LAB = 10^{\circ}$. Izračunaj omjer duljina dužina $\overline{CK}$ i $\overline{LB}$.
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[lang=en]
Let $ABC$ be a right‑angled triangle with the right angle at vertex $B$ and let $\sphericalangle A = 50^{\circ}$.
Points $K$ and $L$ lie on the leg $BC$ such that $\angle KAC = \angle LAB = 10^{\circ}. $ Find the ratio of the lengths of the segments $\overline{CK}$ and $\overline{LB}. $
[/lang]
