A miller intends to carry 100 bags of wheat, contends each one 100 kg, from his house up to a mill that is distant 100 km from there. For such uses a donkey that he knows not to support a load more than 100 kg. However the problem is that the donkey when loaded it needs to ingest 1 kg of wheat for each km that it covers.
The question is: Which is the biggest amount of wheat that the miller will make to arrive to the mill?
Note 1: The bags have null weight.
Note 2: The donkey without load does not consume wheat none "
(Courtesy of Engº X of the Department of Physics of the Coimbra Univ., Portugal)
In theory the biggest quantity of wheat is = 3 647,428 kg
This result was reached by a Pascal programme, but I wanted an equation as solution.
I have obtained the equation Y = Yo / e that gives the result approximative of 3 678,794 kg. This result exceeds in 0,86 % the theoric limit. I wanted a more exact equation. Will be this possible?
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