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This is the starting approximate value to the largest zero. You might decide to take another value as long as it is close to the zero you are approximating.
We now calculate x1 using the above procedure for n = 0 as follows:
x1 = x0 - f(x0) / f '(x0)
Substitute x0 by its value 0 and calculate x1
x1 = 0 - f(0) / f '(0)
= - ((0) 2 + (0)x + 1) / (2(0) + 3)
We now calculate x2 as follows
x2 = x1 - f(x1) / f '(x1)
x2 = -1/3 - f(-1/3) / f '(-1/3) ≈ -0.38095238
We now calculate x3 as follows
x3 = x2 - f(x2) / f '(x2)
x3 ≈ -0.38196555
Continue with the procedure to find
x4 ≈ -0.38196601
x5 ≈ -0.38196601
Incorrect Answer :(
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