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Find the are of and inscribed plygon.?
A Square ABCD is inscribed in a Circle E and there is 45-45-90 triangle DEF in the square. DE is the hypotnuse and is 8units long, DF is a side and is 4radical2. I need to find the area of the Square ABCD...how do i do it.
2 Answers
- 1 decade agoFavorite Answer
It sounds like F is a midpoint of DC or DA.
This makes the sides of the square = 8radical2
and then the area of ABCD is (8radical2)^2.
A sneaky way is to imagine (or draw) 8 congruent triangles all matching DEF. Then imagine cutting them out and reassembling them to make two squares with sides of 8. So the answer is 128 u^2.
- Anonymous1 decade ago
Where are points E & F??
