U trokutu
![ABC](/media/m/a/c/7/ac75dca5ddb22ad70f492e2e0a153f95.png)
simetrala
![\angle ACB](/media/m/2/b/8/2b827c330f4f220b112b928e106c0a00.png)
siječe stranicu
![AB](/media/m/5/2/9/5298bd9e7bc202ac21c423e51da3758e.png)
u točki
![D](/media/m/7/0/0/7006c4b57335ab717f8f20960577a9ef.png)
. Ako je
![CB=CD](/media/m/9/e/e/9ee4b489570a50db14480efe971c16a7.png)
,
![AD=4](/media/m/2/1/0/210751a5f7850dd64dc3ac1ced6fdc6b.png)
i
![DB=3](/media/m/1/c/e/1ce3da946ceedd08e07caa710f26788f.png)
odredi duljinu
![AC](/media/m/6/4/7/647ef3a5d68f07d59d84afe03a9dc655.png)
. Odgovor zaokruži na
![3](/media/m/b/8/2/b82f544df38f2ea97fa029fc3f9644e0.png)
decimale.
In a triangle
![ABC](/media/m/a/c/7/ac75dca5ddb22ad70f492e2e0a153f95.png)
angle bisector of the angle
![\angle ACB](/media/m/2/b/8/2b827c330f4f220b112b928e106c0a00.png)
intersects line
![AB](/media/m/5/2/9/5298bd9e7bc202ac21c423e51da3758e.png)
at
![D](/media/m/7/0/0/7006c4b57335ab717f8f20960577a9ef.png)
. Suppose
![CB=CD](/media/m/9/e/e/9ee4b489570a50db14480efe971c16a7.png)
,
![AD=4](/media/m/2/1/0/210751a5f7850dd64dc3ac1ced6fdc6b.png)
and
![DB=3](/media/m/1/c/e/1ce3da946ceedd08e07caa710f26788f.png)
. Determine lenght of
![AC](/media/m/6/4/7/647ef3a5d68f07d59d84afe03a9dc655.png)
. Round your answer to three decimal places.
[lang=hr]
U trokutu $ABC$ simetrala $\angle ACB$ siječe stranicu $AB$ u točki $D$. Ako je $CB=CD$, $AD=4$ i $DB=3$ odredi duljinu $AC$. Odgovor zaokruži na $3$ decimale.
[/lang]
[lang=en]
In a triangle $ABC$ angle bisector of the angle $\angle ACB$ intersects line $AB$ at $D$. Suppose $CB=CD$, $AD=4$ and $DB=3$. Determine lenght of $AC$. Round your answer to three decimal places.
[/lang]