Trisected square
Geometry
Level
2
\(ABCD\) is a square with area \( 720 \). Points \(E, F, G, H \) trisect the sides of the square, such that \( \frac{ AE}{EB} = \frac{ BF}{FC} = \frac{ CG}{GD} = \frac{DH}{HA} = 2 \). What is the area of square \( EFGH \)?
by
Arron Kau