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To find the length of side \( KL \) in this triangle, let's analyze the given information.

The triangle \( \triangle JKL \) has two marked angles as equal, indicating that it is an **isosceles triangle** with \( JK = JL \). We can use this property to set up an equation.

Given:
- Side \( JK = 2x + 

Find the length of the indicated side in triangle JKL where JK = 2x + 28 and KL = 9x + 7.

Learn how to find the length of side KL in isosceles triangle JKL, given sides JK = 2x + 28 and KL = 9x + 7. This problem utilizes algebraic equations and the isosceles triangle theorem. Suitable for Grade 8 students.

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