Drawing Stars

Is it possible to trace a path along a \(p\)-pointed star, \(\{p/q\}\),

  • without lifting the pen off the paper and
  • without going over a path already traced

such that we end where we started?

Note: \(\{p/q\}\) denotes a \(p\)-pointed star formed by joining every \(q^{\text{th}}\) vertex on a convex \(p\)-gon.


Problem Loading...

Note Loading...

Set Loading...