This problem later asks to derive an upper bound for the relative error of the equation.

2. (5 points) Assume you have computed ^=c0x3+c1x5 where x1. Compute the relative error in evaluating this function (i.e., evaluate the impact of finite precision on the result). Do not bound. Assume: - all error originates from representing c0,c1, and x. - arithmetic operations introduce no error. Start with ^=c0(x3)+c1(x)5