Answer the following Question :
1. Plot the functions y = f1(x) = x and y = f2(x) = 2 sin(x) into the same graph.
From the graph, estimate the point where both functions equal each other. This point is
the graphical solution to the equation f1(x) = f2(x)
Use the bisection method to solve the equation f1(x) = f2(x) for positive values of the variable x. Stop your iterations when the difference with the previous value is within 10-2 Provide the number of iterations used in your calculation and the relative error between the graphical estimate and the obtained solution through the bisection method (With MATLAB)
YES with (MATLAB)
2. Plot the functions y f1(x) x and y f2(x) 2 sin(x) into the same graph. From the graph, estimate the point where both functions equal each other. This point is the graphical solution to the equation fit(x) f2(x).
Use the bisection method to solve the equation f1(x) f2(x) for positive values of the variable x.
Stop your iterations when the difference with the previous value is within 102. Provide the number of iterations used in your calculation and the relative error between the graphical estimate and the obtained solution through the bisection method With MATLAB)