Explore the limitations of numerical analysis i.e rounding and cancellation error.
Explore different numerical root finding methods for f(x) = 0 problems. Such as bisection, Regula-Falsi, Fixed-Point Iteration, Newton-Raphson, Halley's method, Secant, Invers Quadratic Interpolation, Steffesnsen and scipy.fsolve. Additionally tis assignment includes using numpy.linalg to perform Newton's Method for systems (P6).
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