Well this is the best way i could think of uploading it, hopefully its okay.

# Mason's Math (:

## Thursday, 5 April 2012

## Tuesday, 3 April 2012

### Epic Math Formula!

The Gaga Law is the best thing that has ever came out of math. The Gaga law is as follows and can be the basis of a weird, yet amazing hit song: (RAH)² (AH)³ + RO (MA + MAMA) + (GA)² + OOH(LA)² = Bad Romance. LMAO

## Thursday, 16 February 2012

### Basic Exponential Functions

Don't you just love it when you get a new type of function instead of choclate on valentines day? lol

A basic exponential function is an asymptotic (it never touches any axis) function where the constant "c" is brought to the power of x. EX) Y=2^x. With this function it is also important to remember: when X is negative you will get a fraction for your Y, Also there is no value of x that will give 0. Another thing to remember is when "c" is a fraction and your x is negative you will get a whole number as the negative flips the fraction.

Qualities of this type of function:

When c gets bigger, the function increases quicker.

Domain is always R

It can increase or decrease

Y intercept is always 1

And there is no zero

Well I believe that pretty much sums up the basic exponential function. Feel free to add anything I may have forgotten!

A basic exponential function is an asymptotic (it never touches any axis) function where the constant "c" is brought to the power of x. EX) Y=2^x. With this function it is also important to remember: when X is negative you will get a fraction for your Y, Also there is no value of x that will give 0. Another thing to remember is when "c" is a fraction and your x is negative you will get a whole number as the negative flips the fraction.

Qualities of this type of function:

When c gets bigger, the function increases quicker.

Domain is always R

It can increase or decrease

Y intercept is always 1

And there is no zero

Well I believe that pretty much sums up the basic exponential function. Feel free to add anything I may have forgotten!

## Monday, 23 January 2012

## Tuesday, 10 January 2012

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