Little explorations with HP calculators (no Prime)
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03-28-2017, 11:07 AM
(This post was last modified: 03-28-2017 05:39 PM by pier4r.)
Post: #53
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RE: Little explorations with the HP calculators
Quote:brilliant.org (this site is very nice on certain topics, other topics are a bit, well, low profile still) On this I have at first no useful direction whatsoever. Anyway since the intention is to burn the 50g somehow, I will try with a trial and error approach in the range of possible values (knowing that the diameter cannot be smaller than, say, 10, and bigger than 10 * sqrt(2) ) until I fit the mentioned form. edit, the minvalue 10 is a tad too much, since the diameter is included in the radius of the big circle. So the maxvalue is 10 actually. Ok wrote the program, not so nice but it is the first iteration. Its output are all the possible "valid" length of the diameter, given that the diameter is expected to be greater or equal to 7 and smaller or equal to 10, plus the value of a b and c. The problem is, to deremine the right value if the right value is there (there could be the case that a is large, while sqrt(b) and c have a small difference, this is not captured by the program. Code:
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