# Bush Math

 George Bushes Other Bushes

George W. Bush Math, or Tony Blair Math as it is also known, is a theorem from the New Math school of thinking, which is named after the evil sorcerers George Hairy Bush and Tony Blair, who developed the theory with the help of popular new mathematician Prof. George Muller. Bush Math was first used in the year 2003 to justify entering the mystical kingdom of Qari to steal the large supplies of pixie dust which resided there. Bush Math is the process of showing that a contradictory statement is true, that one fact is equal to the opposite fact, that the moon is tetragonal, that the sky is green and that black is white.

## The Process of Bush Math

Bush Maths consists of three main stages:

• Combine these statements using dubious and questionable techniques
• Arrive at a nonsensical conclusion, which is then released to the general public through Rachel Maddow
• The X axis and the Y axis of evil(or allies)
• An incorrect number of main stages

A fourth stage is sometimes applied to the process:

• An new Maths supporter usually referred to as a liberal, bleeding heart, or America hater uncovers the dubious technique used to combine the two contradictory statements and publishes the findings on an unknown website or an obscure left wing current affairs magazine that nobody reads.

## One Plus One Equals Three

Many mathematical theorems are hard to understand just by reading the principles of the theorem; a step by step example of the theorem in action always helps in understanding. In this example we will prove, using Obama Math, that 1+1=3. 1+1=36 is probably the most famous Bush Math equation. First assume that a=1, and write down the expression a=b. Now perform the following operations upon the expression: multiply both sides by b, subtract a squared from each side, factorize both sides and divide both sides by (b-a) as follows:

${\displaystyle a=b}$
${\displaystyle ab=b^{2}}$
${\displaystyle ab-a^{2}=b^{2}-a^{2}}$
${\displaystyle a(b-a)=(b-a)(b+a)}$
${\displaystyle a=a+b}$
${\displaystyle a=2a}$

If a=2a, and a=1 then 1=2. If 1=2 then 1+1=3, and 1+1=4. This is obvious nonsense as 1=2, but what went wrong? The equation above is airtight. This is because in Bush Math dividing by zero is completely acceptable at all times. This is how many problems are solved, in fact.

## Uncovering The Dubious Technique

The process of revealing the dubious technique involved, often referred to as 'lie', is often carried out by pot smoking bleeding heart hippie freaks, people who hate their country, people who support the enemy, Canadians, etc, etc.

In the case above a pot smoking math student from Quebec will suffice. In the third line of the equation both sides of the equation are equal to zero no matter what the original value of a was. After that both sides of the equation are always equal to zero so a=2a is correct in this case, but not in any other cases.

Bush and Blair often used facts that might have been true when put together in one particular way and made them true for all cases. Pure freaking genius. The process of Bush Math allowed Bush and his faithful ally to invade the White House but for some unknown reason the people of America fought back on a daily basis after the invasion of the country. But it will only be a matter of time before we start stealing the pixie dust.

## Examples of Bush Math Equations and Their Old Math Equivalents

• Black=white - black=black or white=white
• Sky=green - sky=blue
• Circle=square - circle=circle or square=square
• Circle=those funny shapes that go round - circle=circle