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Muh. Fadlan

13, 14, dan 15

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Pada sebuah segitiga $ABC$ dengan $AB = 13$, $BC = 15$, dan $CA = 14$, titik $D$ pada $BC$ sedemikian sehingga $CD$. Ada titik $E$ pada $BC$ yang mengakibatkan  $∠BAE =  ∠CAD$. Bila $BE = \frac{p}{q}$, dengan $p$ dan $q$ bilangan bulat positif saling relatif prima, maka tentukan nilai $p + q$. 

Edited by Muh. Fadlan

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Itu pernyataan " titik $D$ pada $BC$ sedemikian sehingga $ CD $ " sudah benar? Kok aneh, ya... :sweating:

Edited by Terza Reyhan

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