(1) Find the Taylor polynomial of specified degree n approximative the following functions about the specified value a. (a) f(x) = sin x, n = 5, a = 0 (b) f(x) = sin x, n = 5, a = 2 (c) f(x) = cos x, n = 5, a = 0 (d) f(x) = ex, n = 5, a =0 (e) f(x) = Inx, n = 5, a =1 (f) f(x) = In(x2 + 2), n = 3, a = 0 (g) f (ac ) = 1- , n= 4, a =0 (h) f(ac) = In(x + 1), n = 5, a -0 (i) f(x) = tan x, n = 5, a =0 (j) f(x) = xcos x, n = 3, a = 0 (k) f(x) = xInx, n = 3, a =1 (1) f(x) = Vx, n = 3, a =4