Question: The equation r - 10cosr =0 has two solutions. Use the bisection method to approximate one of the solutions in the interval (0. 1.5]
The equation r - 10cosr =0 has two solutions. Use the bisection method to approximate one of the solutions in the interval (0. 1.5] to within 0.188 as absolute error: Select one: 0.75 1.313 1.125 1.25 1.406 For the iteration g(r) = In(3r), 3, 4 the order of convergence and the asymptotic error constant (Hint P= 3.72) are Select one: a=1, A=0.538 a=1, A=0,289 a-2. A=0.538 a=1. A=0.289 O 00 0
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