Do You Even Maths?

Reblogging anything that amuses me.
theworldsgame:

nurdsite:

My buddy Tom baked a cake for his Argentinian friend to cheer her up after the world cup loss.
…they are no longer friends.

OUCH.

theworldsgame:

nurdsite:

My buddy Tom baked a cake for his Argentinian friend to cheer her up after the world cup loss.

…they are no longer friends.

OUCH.

(via seanlovesmaths)

By concentrating on what, and leaving out why, mathematics is reduced to an empty shell. The art is not in the “truth” but in the explanation, the argument. It is the argument itself which gives the truth its context, and determines what is really being said and meant.

kzdoom:

asapscience:

via Reddit user cgibbard: “The first transformation is the classic hinged dissection of an equilateral triangle into a square popularised by Dudeney.
The Wallace-Bolyai-Gerwien theorem shows that any two polygons with equal area must admit a dissection into finitely many pieces where one is allowed to arbitrarily rotate and translate the pieces to go from one polygon to the other. The problem about whether a hinged dissection exists remained open until 2007. You can read the paper here, which presents a method which always works to find a hinged dissection.”

MY BRAIN CAN’T HANDLE THIS

kzdoom:

asapscience:

via Reddit user cgibbard: “The first transformation is the classic hinged dissection of an equilateral triangle into a square popularised by Dudeney.

The Wallace-Bolyai-Gerwien theorem shows that any two polygons with equal area must admit a dissection into finitely many pieces where one is allowed to arbitrarily rotate and translate the pieces to go from one polygon to the other. The problem about whether a hinged dissection exists remained open until 2007. You can read the paper here, which presents a method which always works to find a hinged dissection.”

MY BRAIN CAN’T HANDLE THIS

(via sassygayklavierspieler)