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Sometimes, separating the triangles makes it easier to understand.
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Side BD corresponds to side AE. The ratio of BD to AE is 3 : 4. Ok?
Side CD corresponds to side CE. The length of CD is 5.2. The length of CE is 5.2 + x. The ratio of CD to CE is 5.2 : (5.2 + x)
Now you set the two ratios equal. You have an equation in x, and you can solve for x. \( \dfrac{3}{4} = \dfrac{5.2}{5.2 + x} \) You can cross multiply to solve the equation for x.
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\(\dfrac{3}{4} = \dfrac{5.2}{5.2 + x}\) \(3 ( 5.2 + x) = 4 \cdot 5.2\) \(15.6 + 3x = 20.8 \) \(3x = 5.2\) \(x = \dfrac{5.2}{3} \) \(x = 1.7333...\) \(x \approx 1.73\)
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