quantum-math.js v1.0.7

MathJS

A JavaScript library for basic and advanced arithmetic operations, comparison functions, factorial and fibonacci functions, random number functions, and trigonometric functions

!NOTE This library does not support complex numbers.

!TIP Each function is defined using JavaScript's function keyword, and many of them use the ... (spread) syntax to accept any number of arguments. They also use JavaScript's built-in Math object to perform various mathematical operations.

Brief Explanation about MathJS Library

This JavaScript file, math.js, is a library that provides various mathematical functions.

How to use

MathJS can be used in both node.js and in the browser.

Include the following code snippets in your html file

    <script src="https://mtsoss.github.io/MathJS/math.js"></script>

    <!--minified version(7kb → 3kb)-->
    <script src="https://mtsoss.github.io/MathJS/math.min.js"></script>

    <!--or use the module-->
    <script src="https://mtsoss.github.io/MathJS/math.mjs" type="module"></script>

npm i quantum-math.js

Mathematical Constants

It defines several mathematical constants using JavaScript's built-in Math object and Number object. These include | Name | Type | Description | | --- | --- | --- | | e | Constant | Euler's number | | PI | Constant | Pi | | LN2 | Constant | Natural logarithm of 2 | | LN10 | Constant | Natural logarithm of 10 | | i | Constant | Imaginary unit | | TAU | Constant | Tau (2 * Pi) | | LOG2E | Constant | Base 2 logarithm of Euler's number | | LOG10E | Constant | Base 10 logarithm of Euler's number | | EPSILON | Constant | Smallest interval between representable numbers | | PHI | Constant | Golden ratio |

Basic Arithmetic Functions

The library provides functions for basic arithmetic operations, such as | Name | Type | Description | | --- | --- | --- | | add(...n) | Function | Add all parameters | | subtract(...n) | Function | Subtract all parameters | | multiply(...n) | Function | Multiply all parameters | | divide(...n) | Function | Divide all parameters | | square(n) | Function | Square the parameter | | cube(n) | Function | Cube the parameter | | power(n, e) | Function | Raise the parameter to the exponent | | root(n, e) | Function | Return the nth root of the parameter | | round(n) | Function | Round the parameter | | roundUp(n) | Function | Round up the parameter | | roundDown(n) | Function | Round down the parameter | | absolute(n) | Function | Return the absolute value of the parameter | | remainder(n, d) | Function | Return the remainder of the parameter divided by the divisor | | max(...n) | Function | Return the maximum of the parameters | | min(...n) | Function | Return the minimum of the parameters | | sqrt(n) | Function | Return the square root of the parameter | | cbrt(n) | Function | Return the cube root of the parameter | | hypotenuse(a, b) | Function | Return the hypotenuse of a right-angled triangle given the other two sides | | average(...n) | Function | Return the average of the parameters | | mean(...n) | Function | Return the mean of the parameters | | median(...n) | Function | Return the median of the parameters | | mode(...n) | Function | Return the mode of the parameters | | range(...n) | Function | Return the range of the parameters | | greatestCommonDivisor(...n) | Function | Return the greatest common divisor of the parameters | | highestCommonFactor(...n) | Function | Return the highest common factor of the parameters | | leastCommonMultiple(...n) | Function | Return the least common multiple of the parameters |

Comparison Functions

It also includes functions to check if a number is even, odd, prime, composite, or finite. | Name | Type | Description | | --- | --- | --- | | isEven(n) | Function | Return true if the parameter is even | | isOdd(n) | Function | Return true if the parameter is odd | | isPrime(n) | Function | Return true if the parameter is a prime number | | isComposite(n) | Function | Return true if the parameter is a composite number | | isFinite(n) | Function | Return true if the parameter is a finite number |

Factorial and Fibonacci Functions

The library provides functions to calculate the factorial of a number and the nth Fibonacci number. | Name | Type | Description | | --- | --- | --- | | factorial(n) | Function | Return the factorial of the parameter | | fibonacci(n) | Function | Return the nth Fibonacci number |

Random Number Function

There's a function to generate a random number between two given numbers. | Name | Type | Description | | --- | --- | --- | | random(a, b) | Function | Return a random number between a and b |

Advanced Arithmetic Functions

The library also includes advanced arithmetic functions, such as | Name | Type | Description | | --- | --- | --- | | log(n, b) | Function | Return the natural logarithm of the parameter w.r.t. the base | | logBase2(n) | Function | Return the base 2 logarithm of the parameter| | logBase5(n) | Function | Return the base 5 logarithm of the parameter | | logBase10(n) | Function | Return the base 10 logarithm of the parameter |

Trigonometric Functions

Finally, the library provides functions to calculate the sine, cosine, tangent, cotangent, secant, and cosecant of a number. | Name | Type | Description | | --- | --- | --- | | sin(n) | Function | Return the sine of the parameter till 2 decimal places | | cos(n) | Function | Return the cosine of the parameter till 2 decimal places | | tan(n) | Function | Return the tangent of the parameter till 2 decimal places | | cot(n) | Function | Return the cotangent of the parameter till 2 decimal places | | sec(n) | Function | Return the secant of the parameter till 2 decimal places | | csc(n) | Function | Return the cosecant of the parameter till 2 decimal places |