### Arithmetic

A pair of parentheses indicates one step of calculation. A function name comes after the open parenthesis followed by arguments. Tokens are reparated by spaces, tabs and newlines.

`(/ (* (+ 2 3) (- 5 3)) 2) `

Other included arithmetic operators are:

 quotient sin exp asin remainder cos log acos modulo tan sqrt atan

### Variables

To define a variable, use `define`, to print the value of an expression, use `display`.

```(define color "red")
(display color)
```

### Functions

To define a function, use `define`, to add parameters to the function, use `lambda`. The following functions can thereafter be used like `(greet "Alex")`.

```(define greet (lambda (name)
(string-append "Hello " name "!")))
```

Another example:

```(define add-three (lambda (a b c)
(+ a b c)))
```

The previous example can also be defined using the following short-form:

```(define (add-three a b c)
(+ a b c))
```

### List

You can create a list of items, and access items in the list by id:

```(define colors
(list red yellow green cyan))
(list-ref colors 2) ; yellow
```

### Logic

Logic operations are in the format of `(if true this that)` where the result of the operation will be `this` if the second parameter is `true`, otherwise will be `that`. In Scheme, true is indicated as `#t`, and falseis indicated as `#f`.

```(define (min a b)
(if (< a b) a b))
```

#### Compare

`eq?` Compares addresses of two objects and returns #t if they are same. Compares types and values of two object stored in the memory space and returns #t if they are same. Compares sequences such as list or string and returns #t if they are same.

## Cons

Cons is a fundamental function, `(cons x y)`, which stands for constructs memory objects and holds two values or pointers to values. The resulting pair has a left half, referred to as the car (the first element, or contents of the address part of register), and a right half (the second element, or contents of the decrement part of register), referred to as the cdr.

Although cons cells can be used to hold ordered pairs of data, they are more commonly used to construct more complex compound data structures, notably lists and binary trees. For example, the Lisp expression `(cons 1 2)` constructs a cell holding 1 in its left half (the so-called car field) and 2 in its right half (the cdr field). In Lisp notation, the value (cons 1 2) looks like:

 A list (cons 42 (cons 69 (cons 613 nil))) (list 42 69 613) A tree (cons (cons 1 2) (cons 3 4))