Question

a square with a side of 10 units overlaps a square with a side of 8 units in such a way that is corner b is placed exactly at the center of the smaller Square. As a result of the overlapping, the two sides of the large Square Intersect the two sides of the small Square exactly at points C&E. The how length of CD is 6 units. What is the area of the overlapping region C D E B?

Answer 1

Answer:

12 inside

Step-by-step explanation: If you count the 8 outside the AREA would be 20 but by itself it woud be 12 if you pu 5 going across the top and 3 down put 4 in each row to make five in each. Hope this helps xb