Question: Suppose g is a function which has continuous derivatives, and that g(2) = 1, g'(2) = 2, g"(2) = 3, 3(3)(2) = 4, g(4)(2) = 5, and all the derivatives of g are in ab- solute value less than 6 for any xvalues. Use the Taylor Polynomial of degree 1 centered at -2, namely T1 (x), to approximate g(2.1), and nd a bound for the error using the Taylor Remainder Theorem. g(2.1) z T1(2.1) = Error = |g(2.1) T1(2.1)| S