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The image contains a geometry problem involving a triangle with labeled points, measurements, and associated questions regarding areas of certain regions.

From the visible text, the problem includes:

1. A triangle \(ABC\) where certain conditions are given.
2. The triangle's sides are marked with specific lengths: \(AB = 26\) cm, \(AC = 28\) cm, and \(BC = 30\) cm.
3. Several line segments are drawn inside the triangle, and the questions involve finding the areas of different smaller triangles formed within the larger triangle.

To assist you further with solving this problem, please confirm if you'd like a detailed breakdown of the following:
1. Area calculations of the sub-triangles.
2. Use of geometric properties like similar triangles or proportionality.
3. A step-by-step solution to each part.

Would you like to proceed with one of these options? Let me know if you'd like to focus on any particular part of the problem!

Find the areas of various regions within a triangle ABC with sides AB = 26 cm, AC = 28 cm, and BC = 30 cm. The problem asks to calculate specific areas of sub-triangles.

This geometry problem involves calculating the areas of sub-triangles within a triangle ABC where the sides are AB = 26 cm, AC = 28 cm, and BC = 30 cm. Step-by-step solutions are provided using Heron's formula and basic area calculation techniques.

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