# Math Library

The math library is a collection of mathematical functions and constants that provide a wide range of calculations that are commonly used.

All functions in this library take floats or integers as parameters and will return the result as a float.

The math library can be through the `import` keyword:

```
import math;
```

## Constants

### PI: float

Represents the ratio of a circle's circumference to its diameter.

### E: float

Represents Euler's number, the base of natural logarithms.

### EPSILON: float

Represents the acceptable amount of approximation for floats, defaults to `0.000001`.

### NAN: float

Represents Not-a-Number, often returned when a calculation is impossible e.g. `sqrt(-1)`

### INFINITY: float

Represents the largest possible float type.

## Power

### pow(x, y): float

Returns `x` to the power of `y`.

### sqrt(x): float

Returns the square root of `x`.

### qbrt(x): float

Returns the cube root of `x`.

### hypot(x, y): float

Returns the length of the hypotenuse assuming `x` and `y` are the legs in a right-angle triangle.

## Trigonometric

## toRadians(d): float

Converts `d` into radians.

## toDegrees(r): float

Converts `r` into degrees.

## sin(x): float

Returns the sine of `x`.

## cos(x): float

Returns the cosine of `x`.

## tan(x): float

Returns the tangent of `x`.

## asin(x): float

Returns the arc sine of `x`.

## acos(x): float

Returns the arc cosine of `x`.

## atan(x): float

Returns the arc tangent of `x`.

## Hyperbolic

## sinh(x): float

Returns the hyperbolic sine of `x`

## cosh(x): float

Returns the hyperbolic cosine of `x`

## tanh(x): float

Returns the hyperbolic tangent of `x`

## asinh(x): float

Returns the inverse hyperbolic sine of `x`

## acosh(x): float

Returns the inverse cosine sine of `x`

## atanh(x): float

Returns the inverse tangent sine of `x`

## Comparison

### checkIsNaN(x): bool

Returns true if `x` is NaN and false otherwise.

### chechIsFinite(x): bool

Returns true if `x` is finite or in otherwords it is not Infinite or NaN.

### chechIsInfinite(x): bool

Returns true if `x` is Infinite and false otherwise.

### epsilionCompare(x, y): bool

Returns true if `x` or `y` are within epsilon of each other, otherwise it returns false. This is very useful for compairing floating point values.