Question 1(Multiple Choice Worth 1 points) (10.07 MC) for e0.2 Suppose the 4th-degree polynomial approximation of e.2 is defined by the value ? = 1.02 - (0.2) , (0.2) (0.2)4 2 6 24 Determine the interval of possible values Op_ (0.2)5 5! Se02 sp+ (0.2)5 5! O p. (0.2)5 Se02 5p_ (0.2)5 5! 5! O (0.2)5 PS 0.2 (-1)7x about x = 0 is used to approximate the value of the function fat x = -. Find the value that verifies 1= 1 n! 5000 OP 3 Al- 384 O P 3 4 384 O PA Al - 6144 O PA Al - 6144Question 5(Multiple Choice Worth 1 points) (10.07 MC) If In(1 + x) is approximated using the polynomial g(x) = x- 1x" , find g(e - 1) = lim 3(-10+1x 2 3 4 5 1-0on= 1 Oe + 2 Oe 01 Oo