Looking at this proof of the Pythagorean Theorem, which statement(s) would be true? CHECK ALL THAT APPLY. (2 points) Responses The length of a is the same as the length of c - (a+b). The length of a is the same as the length of c - (a+b). 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. 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. The yellow triangles have an area of a x b, which would = c The yellow triangles have an area of a x b, which would = c length of a + length of b = length of c length of a + length of b = length of 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.
- The length of a is the same as the length of c - (a+b).
- 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.
- length of a + length of b = length of c