Abc is an equilateral triangle with sides equal to 2 cm. bc is extended its own length to d, and e is the midpoint of ab. ed meets ac at f. find the area of the quadrilateral befc in square centimeters in simplest radical form.

Step-by-step explanation:

Since is equilateral triangle, then

So,

Then we need to find which can be computed by finding length_AF.

Let's call x = length_AF.

By Menelao's Theorem,

⇒ x = 4/3 cm

Thus,

To find the area of quadrilateral , we have to subtract from

Hence,

step-by-step explanation: