# Numbers

Numbers are simply numbers.

You can create one by writing it: `123` is Ruby code and it represents the number one-hundred-twenty-three.

Negative numbers are created by prepending a minus `-`: This is the number minus-ninety-nine: `-99`.

And of course there are decimal numbers, too. Again, you create one by writing it: `12.34`.

You can also use an underscore to separate thousands places: E.g. `1_234.56` is the number one-thousand-two-hundred-thirty-four-point-five-six. However, this is optional. This is the exact same number in Ruby: `1234.56`.

A number is defined by a series of digits, using a dot as a decimal mark, and optinally an underscore as a thousands separator.

Note that different countries use different punctuation for decimal and thousands separators. Ruby is using the same notation used in the USA, which happens to be the exact opposite of what’s used in Germany.

## Kinds of numbers

Under the hood, for reasons that are mostly technical, there are actually different kinds of numbers:

For example there are integer numbers (those without a fraction, i.e. a dot and decimal places), and depending on their size there are two kinds of them. For floating point numbers there are even more. Unless you are super curious, you can perfectly ignore all of that for now, and just think of numbers as numbers.

However, when you do calculations with numbers, keep in mind that integer numbers (“integers”) and decimal point numbers (floating point numbers, aka “floats”) are different.

If you do a calculation that uses integer number you’ll always get an integer back:

``````\$ irb
> 1 + 2
=> 3
``````

However, if any of the numbers involved is a float, then you’ll get a float back:

``````\$ irb
> 1.0 + 2
=> 3.0
> 1 + 2.0
=> 3.0
``````

Mathematical operations result in a floating point number except if all numbers used are integer numbers.

This is, for example, important when you do a division (`/` means “divide by”):

``````\$ irb
> 3 / 2
=> 1
``````

As you can see any decimal places will be just cut off, since the result needs to be an integer number.

However, if you use floats:

``````\$ irb
> 3.0 / 2
=> 1.5
> 3 / 2.0
=> 1.5
``````

Use floating point (decimal) numbers when doing devisions.

Exercises: How about doing some of the exercises on numbers next?