Question: Let f(x) = (x+1) x(2 -1)*(2 -2). Use bisection method to find zero of f on [-3, 4] Fill in the table of bisection method,

 Let f(x) = (x+1) x(2 -1)*(2 -2). Use bisection method to

find zero of f on [-3, 4] Fill in the table of

Let f(x) = (x+1) x(2 -1)*(2 -2). Use bisection method to find zero of f on [-3, 4] Fill in the table of bisection method, where an, b, are left and right endpoints of the interval in the n-th step, and pn is the midpoint in the n-th step. n an bn Pn 3 To which zero of f does the bisection method converge

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