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bigarith.js

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Do very large math to precision!

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# cos() [UNSTABLE] > This function is still unstable and in the developmental stage. It takes about `125,111` milliseconds (about 2 minutes) to compute cos 90° (value that requires the highest computation time) to 200 decimal places on a Windows 8 with 2GB RAM, 1.8GHz processor (Google Chrome 58.0.3029.81). `cos()` returns the cosine of an angle (given in degrees). This has only a static method function. #### Syntax ##### method function ```javascript BigArith.cos(n); ``` ### Parameters #### static method function ##### n - Required - {string|number|BigArith} The angle (given in degrees). This could be a string of digits, a number, or a BigArith object. ### Return value #### static method function - {BigArith} A BigArith object with its value equals to the cosine of the given angle. ### Description There is no method function for `cos()` so it should ALWAYS be used as a static member function `BigArith.cos()`. The returned result is the cosine of the angle (given in degrees) to 200 decimal places. ### Examples > In the server-side, always remember to add the line `var BigArith = require('bigarith.js');` however every other thing remains the same in both server-side and client-side code. #### Using static method function ```javascript var ba = BigArith.cos("90"); //BigArith object with value "0" ba = BigArith.cos("45"); //BigArith object with value "0.70710678118654752440084436210484903928483593768847403658833986899536623923105351942519376716382078636750692311545614851246241802792536860632206074854996791570661133296375279637789997525057639103028574" ba = BigArith.cos("75.786"); //BigArith object with value "0.24554425873923842935766275448210991512774461769401907071788969970585529302385427774059604645412129835106831143601314343049283417033183693073255398302571396331784867868093837802641412076928291264065864" ba = BigArith.cos("0"); //BigArith object with value "1" ``` #### Method chaining Since the method returns a BigArith object, [method chaining](method_chaining.html) is possible. ```javascript var ba = new BigArith("-17031986"); ba = ba.divide("+17031986").add("24011985").multiply("456785564").subtract("2"); //BigArith object with value "10968327654198974" ``` More examples [here](https://github.com/osofem/bigarith.js/tree/master/examples/). Full documentation [here](https://github.com/osofem/bigarith.js/tree/master/documentation) ### See also * [sin()](https://osofem.github.io/bigarith.js/documentation/sin.html) * [tan()](https://osofem.github.io/bigarith.js/documentation/tan.html)