Triangle uvw is formed by the three squares g, h, and i:

which statement best explains the relationship between the sides of triangle uvw?

uv+vw=uw, because 81+144=225

(uv)^2+(vw)^2, because 15^2+9^2=12^2

(uv)^2+(vw)^2=(uw)^2, because 81+144=225

uv+vw=uw, because 15^2+9^2=12^2

The phytagorean theorem states a^2 + b^2 = c^2 And so your answer is C. (UV)^2+(VW)^2=(UW)^2, because 81+144=225
 
Since they are squares, the length of one sides square is equal to the area. UV, VW, and UW are all sides on a square. If you square them, you get their area, and then if you add the areas it will prove the phytagorean theorem correct.

Idk at all I don’t I tried it but I know it’s WRONG SO SRRY