At McDonald's, you can order McNuggets in boxes
of 6, 9, or 20.
By ordering 2 boxes of 6, you can get 12.
But you can not order 13, since no combination
of 6, 9, and 20 adds up to 13.
What is the greatest number of McNuggets that
you can not order?
Answer: 43 McNuggets.
|
44 =
|
4 x 6 + 20
|
|
45 =
|
3 x 9 + 3 x 6
|
|
46 =
|
2 x 20 + 6
|
|
47 =
|
3 x 9 + 20
|
|
48 =
|
8 x 6
|
|
49 =
|
9 + 2 x 20
|
You can get all numbers greater than 49 by
adding 6 to the numbers above.
Correctly solved by:
| 1. Kelly Harris |
Winchester, VA |
| 2. Matt Leatherman |
Winchester, VA |
| 3. Claire Rezba |
Winchester, VA |