Place the numbers 1, 2, 3, 4, 5, and 6 on the points of intersection so that the sum of the integers lying
on any one circle is equal to 14.
Click here for a printer version
Solution to the Problem:
![](../../mgifs/gifs23/magica.png)
Colin Bowey sent in a different solution:
![](../../mgifs/gifs23/circolin.png)
Veena Mg also sent in a different solution:
![](../../mgifs/gifs23/cirveena.png)
Reagan Geer also sent in a different solution:
![](../../mgifs/gifs23/circreg.png)
Ivy Joseph also sent in a different solution:
![](../../mgifs/gifs23/circivy.jpg)
Melih Karabıyık also sent in a different solution:
![](../../mgifs/gifs23/circmeli.png)
Correctly solved by:
1. Colin (Yowie) Bowey | Beechworth, Victoria, Australia |
2. Veena Mg | Bangalore, Karnataka, India |
3. Reagan Geer |
Redlands Middle School Grand Junction, Colorado |
4. Ivy Joseph | Pune, Maharashtra, India |
5. Kelly Stubblefield | Mobile, Alabama |
6. Melih Karabıyık | Kayseri,Turkey |
7. Rebecca Austin | Kosciusko, Mississippi |