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Hazel wrote the following statements to prove that c2 = x2 + y2. 1. Area of the grey four triangles inside figure A = A equals four times the quantity one-half times x times y, which equals 2 times x times y. 2. Area of the white square inside figure A = c2 3. Area of figure A = c2 + 2xy 4. Area of the four grey triangles inside figure B = A equals four times the quantity one-half times x times y, which equals 2 times x times y. 5. Area of the two white squares inside figure B = x2+ y2 6. Area of figure B = x2+ y2 + 2xy 7. Area of figure A = 2 × Area of Figure B, hence c2
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