Watch out for Zombrows! [WOFZ v1.0] Page 52

Started by ProClifo August 5th, 2009 2:20 AM
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Vorteld

Lord of the Underworld

Age 31
Male
Norway
Seen February 6th, 2018
Posted August 14th, 2010
228 posts
14.1 Years
35.

Hi, hello!

Maybe Don Karasu can become Don Zombie as well :3

Credit for the awesome banner goes to Jordan !
Spoiler:



Family:Unruly niece Misty4Life The niece spending most of her time taking apart time machines in the basement- Latiace Zombie Nephew- iwuzhere9 Nephew with awesome views- Pokemon is awesome Splitted niece- SilverStilleto The nephew inheriting the mysterious grandfather clock concealing the map pointing to my treasure- AllTimeLow1 The nephew always breaking the vases in my mansion- Destiny Bender Nephew i used to follow to school before going to the black market- xXI JOE IXx The nephew borrowing the books in my library for annoyingly extended periods of time- Code_Green Niece with good taste- PechaPoffin


Rival : Seadiga the Staraptor

Vorteld

Lord of the Underworld

Age 31
Male
Norway
Seen February 6th, 2018
Posted August 14th, 2010
228 posts
14.1 Years
38.

Hva sier dere hvis jeg begynner å snakke norsk igjen?

Credit for the awesome banner goes to Jordan !
Spoiler:



Family:Unruly niece Misty4Life The niece spending most of her time taking apart time machines in the basement- Latiace Zombie Nephew- iwuzhere9 Nephew with awesome views- Pokemon is awesome Splitted niece- SilverStilleto The nephew inheriting the mysterious grandfather clock concealing the map pointing to my treasure- AllTimeLow1 The nephew always breaking the vases in my mansion- Destiny Bender Nephew i used to follow to school before going to the black market- xXI JOE IXx The nephew borrowing the books in my library for annoyingly extended periods of time- Code_Green Niece with good taste- PechaPoffin


Rival : Seadiga the Staraptor
Male
Under Your Bed
Seen August 4th, 2010
Posted August 4th, 2010
75 posts
13.9 Years
43.

π can be empirically estimated by drawing a large circle, then measuring its diameter and circumference and dividing the circumference by the diameter. Another geometry-based approach, due to Archimedes,[22] is to calculate the perimeter, Pn , of a regular polygon with n sides circumscribed around a circle with diameter d. Then
That is, the more sides the polygon has, the closer the approximation approaches π. Archimedes determined the accuracy of this approach by comparing the perimeter of the circumscribed polygon with the perimeter of a regular polygon with the same number of sides inscribed inside the circle. Using a polygon with 96 sides, he computed the fractional range: 3+10⁄71 < π < 3+1⁄7.[23]
π can also be calculated using purely mathematical methods. Most formulae used for calculating the value of π have desirable mathematical properties, but are difficult to understand without a background in trigonometry and calculus. However, some are quite simple, such as this form of the Gregory-Leibniz series:[24]
While that series is easy to write and calculate, it is not immediately obvious why it yields π. In addition, this series converges so slowly that nearly 300 terms are needed to calculate π correctly to 2 decimal places.[25] However, by computing this series in a somewhat more clever way by taking the midpoints of partial sums, it can be made to converge much faster. Let
and then define
then computing π10,10 will take similar computation time to computing 150 terms of the original series in a brute-force manner, and , correct to 9 decimal places. This computation is an example of the van Wijngaarden transformation.[26]


dont ask