Q: The fixed point iterative scheme for determining √2 is
(a)x_{n+1} = (1/2)(x_n − 2/x_n)
(b)x_{n+1} = (1/2)(−x_n + 2/x_n)
(c)x_{n+1} = −(1/2)(x_n + 2/x_n)
(d)x_{n+1} = (1/2)(x_n + 2/x_n)
Correct Answer: (d)
Detailed explanation coming soon.
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