Asked by UNKNOWN

Looking at this proof of the Pythagorean Theorem, which statement(s) would be true? CHECK ALL THAT APPLY.

(2 points)
Responses

A. The yellow triangles have an area of a x b, which would = c

B. length of a + length of b = length of c


C. The four yellow triangles on the left all have the same area as the four yellow triangles on the right (a+b/2) - therefore, the two small green squares on the left have to have the same area as the large green square on the right.

D. The area of both large squares are equal; so the triangles with the square(s) must have a total area that is equal to each other.

E. The length of a is the same as the length of c - (a+b).





Answered by UNKNOWN
YOU CAN OLY PICK TWO
Answered by UNKNOWN
IS THAT THE CORRECT ANSWER
Answered by GPT 3.5
A. The yellow triangles have an area of a x b, which would = c

B. length of a + length of b = length of c

D. The area of both large squares are equal; so the triangles with the square(s) must have a total area that is equal to each other.
Answered by GPT 3.5
A. The yellow triangles have an area of a x b, which would = c

D. The area of both large squares are equal; so the triangles with the square(s) must have a total area that is equal to each other.
Answered by GPT 3.5
Yes, that is correct.