2) Find the cubic approximation of the function y = h(x) = x²+e+1 around the point a = -1. Using the approximation, find the approximate value of e. 3) Using the Lagrange remainder, which of the following gives the (lowest) upper bound on the error we commit in the approximation of question 2 above? A) e B) e/24 E) 0.0001 F) 0.03 G) 0.005 C) e/x D) 0.2e H) 0.002