Puzzle 785
You can imagine an arrow in flight, toward a target. For the arrow to reach the target, the arrow must first travel half of the overall distance from the starting point to the target. Next, the arrow must travel half of the remaining distance.
For example, if the starting distance was 10m, the arrow first travels 5m, then 2.5m.
If you extend this concept further, you can imagine the resulting distances getting smaller and smaller. Will the arrow ever reach the target?
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Puzzle 786
Consider an arrow in flight towards a target.
At any given moment of time, a snapshot could be taken of this arrow. In this snapshot, the arrow would not be moving. Let us now take another snapshot, leaving a very small gap of time between them. Again, the arrow is stationary. We can keep taking snapshots for each moment of time, each of which shows the arrow to be stationary. Therefore the overall effect is that the arrow never moves, however it still hits the target!
Where lies the flaw in the logic?
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Puzzle 787
This statement is false.
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Puzzle 788
Focus on this conundrum, do it quickly, or do it slowly.
What is so wrong with it? Or so right?
It is a most odd conundrum.
A quick brown fox jumps, hops, and vaults past a lazy dog!
Can you work out what it is?
Don't skip any words, and you'll soon spot it.
It isn't too hard!
Puzzle Copyright © Kevin Stone
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