1. The problem statement, all variables and given/known data Obtain the Taylor polynomials Tnf(x) as indicated. In each case, it is understood that f(x) is defined for a11 x for which f(x) is meaningful. Problem one Tn = (a^x) = sigma from k = 0 to n of ((log a)^k)/k! x^k Problem two Tn = (1/(1+x)) = sigma from k = o to n of (-1)^k x^k 2. Relevant equations 3. The attempt at a solution Im totally lost and I dont know where to start can anyone help me please?