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Método de aproximação Newton para encontrar raízes de equações
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var calculateX = function(xInit){ | |
var x = xInit; | |
var err = Math.pow(10,-5); | |
var xAux = x; | |
var i = 0; | |
do{ | |
xAux = x; | |
var f = (Math.pow(x,4) + 2*Math.pow(x,3) - 13*Math.pow(x,2) - 14*x + 24).toFixed(5); | |
var F = (4*Math.pow(x,3) + 6*Math.pow(x,2) - 26*x - 14).toFixed(5); | |
x = (x - (f/F)).toFixed(5); | |
console.log(++i); | |
}while(err <= Math.abs(x-xAux).toFixed(7)); | |
return x; | |
} |
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