Please answer the question below: Thank you!

Consider the following function: f(w) = W (a) Determine the second degree Taylor polynomial, T2($), for f($) centered at a: = 8. T2013) = '3 (b) Use the second degree Taylor polynomial to approximate (7)1/3. (7)1/3 2 Number (Enter a decimal number with six significant figures.) (c) Use the Taylor polynomial remainder theorem to find an upper bound on the error. |R2(:c)| g Number (Enter a decimal number with two significant figures.)