解方程 （允许误差）

var solveFun = function(
f /*function*/,
c /*closest to 0*/,
from /*from what number*/,
to /*to what number*/,
ic /*increasement*/){


var arr = new Array();
for(var i =from ; i <= to ; i+=ic){
var r = f(i);
if(Math.abs(r) <= c) {arr.push({x:i,y:r});}
}


if(arr.length == 0) {return undefined;}


return arr;
}


var ret = solveFun(function (n){return n*n*n -3*n + 1},0.001,-10,20,0.001);


if(ret == undefined){console.log("no answer.");}


else {
console.log(ret.length + "answer found ");
for(var i = 0 ;i < ret.length; i++)
console.log("x = " + ret[i].x + ", y= " + ret[i].y);


}

解方程 （允许误差）,布布扣,bubuko.com

解方程 （允许误差）

原文：http://blog.csdn.net/lan_liang/article/details/36014263