This math topic focuses on identifying sets of integer side lengths for right triangles, specifically investigating Pythagorean triples that are scaled examples. It advances understanding of the Pythagorean theorem by applying it to find whole-number side lengths that satisfy the relationship a² + b² = c², where c represents the hypotenuse. Each problem presents an image, possibly a triangle, and requires finding a right triangle's side lengths that form a Pythagorean triple. Several possible answers are listed for each question, emphasizing the practical application of theory in geometrical contexts.
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Find another set of integer side lengths for a right triangle