The values of various roots can be approximated using Newton's method. For example, to approximate the value of √/10, let x =√10 and cube both sides of the equation to obtain x³ = 10, or x³ - 10=0. Therefore, 10 is a root of p(x) = x³ - 10, which can be approximated by applying Newton's method. Approximate the following value of r by first finding a polynomial with integer coefficients that has a root r. Use an appropriate value of xo and stop calculating approximations when two successive approximations agree to five digits to the right of the decimal point after rounding 1 r=5

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