Question: Use the Python code with Sidi's method to find an approximate root of function f(x) = 7 cos(x/7) + 4 sin(x/2)e` = 6e -

Use the Python code with Sidi's method to find an approximate root of function f(x) = 7 cos(x/7) + 4

Use the Python code with Sidi's method to find an approximate root of function f(x) = 7 cos(x/7) + 4 sin(x/2)e` = 6e - 05, N = 100 and (0.8, 1.6, 2.5, 3.7, 4.9). Make sure to use Google Colab to avoid different rounding errors from WeBWork. The approximated root is The number of iterations is 2-/200 with tolerance TOL -

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here is the Python code for Sidis method to find an approximate root of the function fx 7cosx7 4sinx2ex2200 with tolerance TOL 6e5 and maximum iterations N 100 Python import numpy as np def fx return ... View full answer

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