Dik Üçgenlerde Kenar Uzunluğu Hesaplama

Yukarıdaki şekilde ABC, CED ve CFE dik üçgenler

$|CF| = 8\text{ cm, } |FE| = 6\text{ cm, } |DE| = 24\text{ cm,}$

$|DB| = 4\text{ cm, } |AB| = 40\text{ cm}$

olduğuna göre, $|AC| = x$ kaç santimetredir?

A) 25

B) 30

C) 36

D) 40

E) 50

Soruda görsel içerik var: The image shows a geometric figure composed of several connected right-angled triangles. At the bottom left is triangle CFE with a right angle at F, $|CF|=8$, and $|FE|=6$. Triangle CED is connected to it with a right angle at E and side $|DE|=24$. Triangle ABC is at the top with a right angle at B. It is given that $|DB|=4$ and $|AB|=40$. The line segment CD is horizontal, and the segment CB is vertical from B up to triangle ABC. Hand-written annotations show '10' next to CE, '26' next to CD, and '50' next to x. The goal is to find $|AC|=x$.