## Real Numbers Edit

A Real Number is any number that satisfies either condition:

- Can be counted [Natural Numbers]
- The countable unit can be inverted [Negative Natural Numbers]
- Zero exists [Integers with 1. and 2.]
- All recurring or terminating decimals, fractions [Rational Numbers]
- All non-recurring decimals, fractions [Irrational Numbers]

## Imaginary Numbers Edit

An Imaginary Number is NOT a Real Number. It rather satisfies:

- Any Root of a Inverted Real Number exists []

This gives rise to the notion that

## Complex Numbers Edit

A Complex Number is a combination of a Real Number and an Imaginary Number.

Example: which is equal to

## Real Part and Imaginary PartsEdit

Now we know that a Complex Number is a combination of a Real Number and an Imaginary Number. This means we can separate it into Real and Imaginary Parts, like so:

NOTE:

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