Find The Root of x^3-5x+3 =0 solve by interation.
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The easy way is with a calculator that can find roots of polynomials; the hard way is using the cubic formula.
Explanation:
If you have a graphing calculator that can find the roots of an equation, you simply plug it in and find the approximate roots. The graph looks like this:
graph{y=x^3-5x+3 [-10,10, -10, 10]}
A solver will give you three roots, approximately:
x = −2.4908
x = 1.8342
x = 0.6566
So the factorization is approximately:
x³ − 5x + 3 ≅ ( x + 2.4908 ) ( x −1.8342) ( x − 0.6566 )
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