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Right Triangle Altitude Theorem Diagram - Geometric Proof Visualization #177699 (License: Personal Use)

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Right triangle ABC with altitude DE from hypotenuse AB to base CB, and dashed line CD forming two smaller triangles.

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This geometric diagram depicts right triangle ABC with right angle at C, where DE is the perpendicular altitude from point D on hypotenuse AB to base CB at point E. A dashed line CD connects vertex C to point D, dividing the triangle into two smaller right triangles (ACD and BCD) that are each similar to the original triangle ABC and to each other. The configuration demonstrates key properties used in proving the geometric mean theorem and Pythagorean relationships.
Used in educational math resources, geometry textbooks, or online tutorials explaining similarity, Euclidean geometry proofs, or the altitude-on-hypotenuse theorem; targets students, teachers, and self-learners seeking visual reinforcement of triangle theorems.
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Related Cliparts: Visual explanation of the geometric mean theorem in right triangles: altitude to hypotenuse creates similar sub-triangles. Ideal for math education.

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