Geometry Problem 1539 Demystified: Unraveling the Lengths in an Isosceles Triangle with Altitude and Tangent Secrets!

In an isosceles triangle ABC (AC = BC), where BE is the altitude and EC is the diameter of the circle with center O. If AD is tangent to the circle and measures 10, calculate the length of AB.

Geometry Problem 1539 Demystified: Unraveling the Lengths in an Isosceles Triangle with Altitude and Tangent Secrets. Math Class

Problem 1539
Geometry's dance,
Isosceles triangle's stance,
Altitude and tangent,
Unveil secrets persistent,
Length of AB, sought and revealed.

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Problem 1537

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Geometry Problem 1536: Discover the Power of Midpoints: Solving for Missing Areas in Quadrilaterals

Problem 1535

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