Üçgenlerde Kenar Açı İlişkisi

5. Eşit uzunlukta ama farklı renklerdeki üç çubuğun birleştirilmesiyle oluşan ABC üçgeni aşağıda gösterilmiştir. $m(\widehat{BAC}) = 65^\circ$, $m(\widehat{ACB}) = 40^\circ$, $|AD| = a \text{ cm}$, $|CF| = b \text{ cm}$ ve $|EB| = c \text{ cm}$'dir. Buna göre aşağıdaki sıralamalardan hangisi doğrudur? A) $a > c > b$ B) $a = b > c$ C) $b > c > a$ D) $a > b > c$

Soruda görsel içerik var: The image shows a triangle ABC. At vertex A, there is an extension AD of length 'a' with an angle of 65 degrees labeled at angle BAC. At vertex B, there is an extension EB of length 'c' on the same line as BC. At vertex C, there is an extension CF of length 'b' and an angle of 40 degrees labeled at ACB. The segments AD, EB, and CF are identified as being of equal length in the text, although the diagram shows a, b, and c as distinct segments extending from the triangle vertices.