A Look at an Octadecagon-2

Geometry Level pending

In an 18 sided regular polygon with vertices labelled \(A_1,A_2,\ldots,A_{18}\) in order,
the diagonals\( A_1A_{13}\) and \(A_6A_{15}\) intersect at a point \(M\),
the diagonals \(A_1A_{13}\) and \(A_3A_{14} \)intersect at a point \(N\),
the diagonals\( A_3A_{14}\) and \(A_6A_{15}\) intersect at a point \(P\).

Compute the angle \(MA_{14}A_6\)


Problem Loading...

Note Loading...

Set Loading...