Points E and F are located on square A B C D so that \triangle B E F is equilateral. What is the ratio of the area of \triangle D E F to that of \triangle A B E ?
Answer Choices
A. \dfrac{4}{3}
B. \dfrac{3}{2}
C. \sqrt{3}
D. 2
E. 1+\sqrt{3}
Points E and F are located on square A B C D so that \triangle B E F is equilateral. What is the ratio of the area of \triangle D E F to that of \triangle A B E ?
Answer Choices
A. \dfrac{4}{3}
B. \dfrac{3}{2}
C. \sqrt{3}
D. 2
E. 1+\sqrt{3}