There are 100 bottles of a drink, out of which only one bottle is poisoned. Anyone who tastes the drink from the poisoned bottle would die in one hour. However,
there is no harm if the drink from other bottles is tasted. A test is to be conducted using rats to identify the poisoned bottle. What is the minimum number of rats
needed for the test if the poisoned bottle is to be identified in exactly one hour time? Assume that the time taken by the rats to drink the contents of the bottle is
negligible and that rats can drink the contents of as many bottles as we make them to drink.
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Sorry very high level question. However I will try to solve it.
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You have 1000 wine bottles, one of which is poisoned. You want to determine which bottle is poisoned by feeding the wine to the rats. The poisoned wine takes one hour to work. How many rats are necessary to find the poisoned bottle in one hour?
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