On+1 Suppose that * 1 as n -> co. Find the radius of convergence.\fFind all the values of x such that the given series 1lvould converge. m { 1}"5":\" n24 (v + 11} The series is convergent from I = C] , left end included [enter Y or N}:| l to z = C] , right end included [enter 'r' or N]:| I 1 (x - 7)2 Given that " with convergence in (-1, 1), find the power series for with 50 - 14x + 12 center 7. E Identify its interval of convergence. The series is convergent from , left end included (enter Y or N): , right end included (enter Y or N):Suppose that p(I) = and" converges on (-1, 1], find the interval of convergence of p(4x - 2) . n=0 , left end included (enter Y or N): to = , right end included (enter Y or N):We are interested in the first few Taylor Polynomials for the function ffz} = 2e\" + 9e 3 centered at or = i]. To assist in the calculation of the Taylor linear function, T1[.'I:], and the Taylor quadratic function, 13(3), we need the following values: an) = |__ .|_ rm = |._ .l_ mm = |_ .| Using this information, and modeling after the example in the text, 1Nhat is the Taylor polynomial of degree one: w = :] 1What is the Taylor polynomial of degree two: T2122} = Test the series helm: for convergence using the Rent Test. The limit of the met test simplifies to ].im |_f{n]| 1where I1. 5 m m = :1 {enter DD for infinity if needed] Based on this, the series 3) Converges ".3" Diuerges