
There is a chocolate bar of 6 pieces by 8 pieces. With each snap you break one chunk into two along a straight line. (You may not stack pieces and break them together.)
What is the fewest number of breaks needed to separate it into single pieces?
If you get stuck, open the hints one at a time, in order.
How many more chunks do you get from one break?
How many chunks are there at the end?
Does the order of breaking matter?
What is the fewest number of breaks needed to separate it into single pieces?
Choose the answer closest to the truth.
47
The answer is "47."
Each break increases the number of chunks by one. You start with 1 chunk and end with 48. So you need 47 breaks.
The number of breaks is the same in any order.
Because you try to be clever about breaking along rows and columns.
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