Back to my birthday. The most lovely birthday cake I've ever had:
Without letting your knife leave the cake top, can you draw four straight lines through the following nine dots?
Those who may not have come across this puzzle before might tend to approach it by joining up the dots as if they were located on the perimeter (boundary) of an imaginary square or flattened box. But this reading of the puzzle does not yield a solution, no matter how many times one tries to draw four straight lines without lifting the pencil. A dot is always left over. It is at this point where creative thinking comes into play: "What would happen if I extend one or more of the four lines beyond the box?" That hunch turns out, in fact, to be the relevant insight. One possible solution is as follows:
One of the possible solutions is:
Without letting your knife leave the cake top, can you draw four straight lines through the following nine dots?
Those who may not have come across this puzzle before might tend to approach it by joining up the dots as if they were located on the perimeter (boundary) of an imaginary square or flattened box. But this reading of the puzzle does not yield a solution, no matter how many times one tries to draw four straight lines without lifting the pencil. A dot is always left over. It is at this point where creative thinking comes into play: "What would happen if I extend one or more of the four lines beyond the box?" That hunch turns out, in fact, to be the relevant insight. One possible solution is as follows:
One of the possible solutions is:
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