Here you can solve interesting problems using whatever programming language you like. Also you will earn SBI and sometimes STEM by doing so.
Also you might learn new things by doing so.
The tasks will be rather hard to solve without a programmable computer and some programming skills, but if you want to add a few million numbers by hand or similar, I would still give you the reward.
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This time the problem is about performance:
I want you to find two different way of approximating π using a computer.
Measure for each of the methods how much time is needed to get it correct to the nth digit ranging n from 0 to 10. 0 meaning that the result is 3.xxx . The result from 10 should be included.
Graph the result.
Compare the time of both methods.
Also take a look at how the time changes compared to the number of digits.
And then tell me which one you would use for
in a performance critical application.
If there already have been other entries before yours, you have to use at least one unique technique of approximating pi. There are infinitely many different ways to approximate π, so that rule shouldn't make it impossible to join.
If you don't know enough techniques, feel free to ask.
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To everyone who already participated in a past contest, come back today and try a new problem(tell me if you don't want to be tagged):
@crokkon
@kaeserotor
@ninahaskin
@portalmine
@tonimontana
In case no one gets a result(which I doubt), I will give away the prize to the person who makes the most constructive description why the problem is too hard in your opinion.
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@contrabourdon sponsors my contests with 2 STEEM weekly.
You can support him by using a witness vote on untersatz, so he can further support this and other contests.