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Given: Square with side c. All four interior triangles are right triangles. All four interior triangles are congruent. The interior quadrilateral is a square. Prove: a2 + b2 = c2 Square with side length c; four right triangles with hypotenuse with length c and legs measuring a and b; the interior quadrilateral is a square. When written in the correct order, the paragraph below proves the Pythagorean Theorem using the diagram. Let a represent the height and b represent the base of each triangle. The area of one triangle is represented by the expressionOnehalfab.
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