$2x^3-2x-2=0$ denkleminin k$$k$$n$$ Newton $-$ Raphson y$$ntemini kullanarak besaplamak i$$in aga$$daki dizilerden hangisi kullantmalidir?

a$)x_n=\frac{2x_{n-1}^3-2x_{n-1}-1}{3x_{n-1}^2-1}$

b$)x_n=\frac{2x_{n-1}^{3}1}{3x_{n-1}^2-1}$

c$)x_n=\frac{2x_{n-1}^{3}1}{6x_{n-1}^{2}2}$

d$)I_n=\frac{x_{n-1}^3-x_{n-1}-1}{3x_{n-1}^{2}1}$

e$)x_n=2x_{n-1}^3-2x_{n-1}-2$