(2.5 pts) Consider a numerical approximation to s° V1 + x*dx (our methods of integrating don't work for this function, so it is our only option). For each of Ln, Rn, Mn, Tn, and Sn find n so that...
(2.5 pts) Consider a numerical approximation to s° V1 + x*dx (our methods of integrating don't work for this function, so it is our only option). For each of Ln, Rn, Mn, Tn, and Sn find n so that the approximation is accurate to six decimal places (i.e. off by no more than 10-6) Note: this problem deals strictly with finding the value of K and then choosing n so that the error is small enough. You do not need to (nor should you) actually try to compute any of the approximation:s
(2.5 pts) Consider a numerical approximation to s° V1 + x*dx (our methods of integrating don't work for this function, so it is our only option). For each of Ln, Rn, Mn, Tn, and Sn find n so that the approximation is accurate to six decimal places (i.e. off by no more than 10-6) Note: this problem deals strictly with finding the value of K and then choosing n so that the error is small enough. You do not need to (nor should you) actually try to compute any of the approximation:s