Talk:Euclidea 4.9

Really cool solution! The 10E I used was a lot easier to understand but less elegant. I used the idea of circles with multiple purposes and previous problems to solve it. I'm sure you already know this solution having mentioned two, but here's mine:

1. Circle with center B, radius BA

2. Circle with center A, radius AB, intersections of circles B and A are points C and D.

3. Circle with center, radius CA

4. Line from A to C, intersection of circle C and line AC is point E.

5. Line from B to E, intersection of circle B and line BE are points F and G.

6. Circle with center F, radius FB, intersections of circles F and B are points H and I, intersection of circles F and A (not including point B) point L.

7. Line from H to I.

8. Circle with center G, radius GB, intersections of circles G and B are points J and K, intersection of circles G and A (not including point B) point M.

9. Line from J to K.

10. Line from L to M.

Hopefully that makes sense! I have a picture as well, but don't know how to put it here.

-Cubostar