Level:
Project ID:
9000121708
Accepted:
1
Clonable:
0
Easy:
1
Consider a square \(ABCD\)
and a point \(E\) on
the side \(BC\) such
that the angle \( BAE\)
has measure \(20^{\circ }\).
The point \(F\) is on
the side \(CD\) and the
length of \(AF\) equals
to the length of \(AE\)
(i.e. the triangle \(AEF\) is
isosceles with \(AF\) and
\(AE\) of equal length). Find
the measure of the angle \( AEF\).
\(65^{\circ }\)
\(45^{\circ }\)
\(50^{\circ }\)
\(70^{\circ }\)