Use the secant method with seed values = 0 and = 1 to solve the same equation as in the previous exercise.

Newton's method employs the recursive formula

[2.147]

Starting with seed values = 0 and = 1 , we apply [2.147] recursively. Results are indicated below.

k		f()
1	0.00000	1.00000
2	1.00000	–0.28172
3	0.78020	0.35577
4	0.90287	0.02116
5	0.91062	–0.00183
6	0.91000	0.00001
7	0.91001	0.00000