Sary

1. The document describes several numerical methods for finding the roots of functions, including bisection, Newton-Raphson, fixed point iteration, secant, and false position. 2. These methods are applied to example functions to compute their roots within a given tolerance. Formulas and code implementations are provided. 3. A comparison shows that for finding the root of x^2 - 6, the secant method provides better approximation than the false position method.