This diagram is used to prove the Pythagorean Theorem. (1 point) Responses False; the squares all have similar areas, so does not show the Pythagorean Theorem False; the squares all have similar areas, so does not show the Pythagorean Theorem False; the green square needs to be congruent to the purple square to be a picture of the Pythagorean Theorem False; the green square needs to be congruent to the purple square to be a picture of the Pythagorean Theorem True; the area of the red square + the area of the green square = the area of the purple square True; the area of the red square + the area of the green square = the area of the purple square True; the area of the green square + the area of the purple square = the area of the red square True; the area of the green square + the area of the purple square = the area of the red square

1 answer

True; the area of the red square + the area of the green square = the area of the purple square
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