Answer and Explanation
Your Answer is
Correct Answer is F
Explanation
Draw the perpendicular line on each side of the large square, and you can find that the whole figure is cut into eight small triangles of equal area. Therefore F.
40. The midpoints of the sides of the outer square shown below are the vertices of the inner square. Thus, the outer square is divided into 5 regions (the inner square and 4 right triangles). What is the ratio of the area of the inner square to the total area of the 4 right triangles?
