Dik Üçgende Öklit Bağıntıları

ABC ve ACD dik üçgen, $[BA] \perp [CA]$, $[AD] \perp [BC]$, $[AC] \perp [DC]$, $|EC| = 6 \text{ cm}$, $|ED| = 4 \text{ cm}$, $|BE| = x$

Yukarıdaki verilere göre, x kaç cm'dir?

Soruda görsel içerik var: The image shows a geometric figure consisting of two overlapping right-angled triangles ABC and ACD. Points A, B, C, D, and E are labeled. Point A is at the top. The segment BC is horizontal. Segment AD is a vertical line intersecting BC at point E. - In triangle ABC, there is a right angle symbol at vertex A ($[BA] \perp [CA]$). - Segment AD is perpendicular to BC at E ($[AD] \perp [BC]$), indicated by right angle marks at E. - In triangle ACD, there is a right angle symbol at vertex C ($[AC] \perp [DC]$). - Length intervals are given: $|EC| = 6$, $|ED| = 4$, $|AE|$ is part of the vertical line, $|BE| = x$. - The entire configuration allows for the application of height and side theorems in right triangles.