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February 09 2015






who was the roundest knight at king arthur’s round table

sir cumference

get out

he ate too much pi

oh my god

Reposted bythepunnerythosecookiesaremineKik4sshikajip856

August 06 2014





My dick is pi inches long

This is fucking me up a bit because like that means my dick is not bigger than 3 inches but yet it’s infinite like wtf

no it just means your dick is irrational and people hate it

(via joshpeck)

Reposted bythepunnerycoloredgrayscalenaichschlachtoroscarlandlouisefretkaMissPunchlineMissDeWordeariso

June 21 2014

5950 e19d


Radians: the natural way of measuring angles

This is the third animation I posted today: here’s the first and the second. Be sure to check the other two if you missed them!

Another one for Wikipedia. Tumblr forced me to cut the amount of frames in half. Here it is in its full, smooth glory.

There’s a multitude of ways you can specify an angle, from the familiar degrees to the obscure—and altogether alternative—provided by "spreads".

However, only one of these angle units earns a special place in mathematics: the radian.

This animation illustrates what the radian is: it’s the angle associated with a section of a circle that has the same length as the circle’s own radius.

For a unit circle, with radius 1, the radian angle is the same value as the length of the arc around the circle that is associated with the angle.

In the animation, the radius line segment r (in red) is used to generate a circle. The same radius is then “bent”—without changing its length—around the circle it just generated. The angle (in yellow) that’s associated with this bent arc of length r is exactly 1 radian.

Making 3 copies of this arc gets you 3 radians, just a bit under half of a circle. This is because half of a circle is π radians. So that missing piece accounts for π - 3 ≈ 0.14159265… radians.

Our π radians arc is then copied once again, revealing the full circle, with 2π radians all around.

There are several great reasons to use radians instead of degrees in mathematics and physics. Everything seems to suggest this is the most natural system of measuring angles.

Radians look complicated to most people due to their reliance on the irrational number π to express relations to circle, and the fact the full circle contains 2π radians, which may seem arbitrary.

In order to simplify things, some people have been proposing a new constant τ (tau), with τ = 2π. When using τ with radians, fractions of τ correspond to the same fractions of a circle: a fourth of a tau is a fourth of a circle, and so on.

Tau does seem to make more sense than pi when dealing with radians, but pi shows up elsewhere too, with plenty of merits of its own.

I, for one, do enjoy the idea of tau being used, exclusively, as an angle constant, so that it immediately implies the use of radians. If such were the case, a student seeing Euler’s identity for the first time, but in terms of tau, would be immediately compelled to think in terms of rotations: eτi = 1 would instantly convey the idea of a full rotation, bringing you back where you started. That seems like a good thing.

EDIThere’s a long post where I detail my thoughts on the pi vs. tau discussion.

So happy Pi day!

(or half-tau day, if you prefer!)

Reposted byelektronowyLogHiMa

Is Tau Better Than Pi? - DNews

February 20 2014

The Infinite Life of Pi - Reynaldo Lopes

September 07 2013

5764 246e 500
(via 9GAG)
Tags: pi date march epic
Reposted byolimpianaichjrbStenzerFPagedorkeCanadienWeksdivascoseaperturebarricadeHerrWolfsqampyrandomusernibotxalkuroinekochrisrepluggedphilmacflynyan-nyan-nyanGronostajGadatliwyshadowfax42mentikkphoenix505

March 14 2013


February 06 2013

Tags: cow pie pi pun
Reposted fromfalconwing falconwing viathepunnery thepunnery

December 31 2012


June 04 2012

4873 14c6
Tags: pi drink bottle
Reposted fromMoralio Moralio viacell cell

April 15 2012

What Pi sounds like

November 07 2011

4570 bb47
Reposted fromcaireann caireann viacell cell

September 21 2011

3048 c484
Reposted fromgosq gosq viamatuss matuss

June 05 2011


Pi Clock Measures Time in Radians

Reposted fromsawb sawb via5groszy 5groszy
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