0 e x cos x dx dx 2 + 2 x 3 x 2 Find the radius and int erval of convergence . n = 0 ( 3 ) n x n n + 1 MMF.7h]Y4P00[EMOLn8f4?l4n*hlVQV7dCmKl[dAh[\b3I01=mNIdPNG)3VV16hL9ldeTnoNGEVfef3C?S**f=n^]=[OkT[8jnWllf8i6bOCaOcRoF8mFLKSI;7dIVWaKIHnKSN3fbao?^cCgB2ngaKK`gh`BcN3Ec=RLWRaCZK9CNb=Gh[3(]\LG[(l^kmTPF2GP[?`DXQXm?Cd0)?^h^D:E_02O`1_1Y[[LA8S50co^H1?nDT6W`*J_dkW=h^91cilbIF_SOJi405HhUm_KlKC^CNln;RhF:oR99W)_f3PZmEl?8^mjn`QOMTEPeEF5=_m8lah;ScVcfJCK5nli3oVfEoUnZ3VgFYaY1JUFSKZaNknBiiUOmHfeFEckX8SMkaDQmf;JcoI?VG?0m0=UXNWM5mKS3li_)CK;:leTCn3`V`)3J4nXSe(N*mEOXh[?dNFmk3U?GAi?emnBYRO(1HmS4EOKG\HRg)(aCW6XXNaj64\nQV;DlKRQ;7\HBak6(]SaUKo=n`90G^ZU;W?oL3Y*N_;X9*Ub5`iX01X=bQ0Pg2640e)e\BC`D6Q0a40hfAXDnjG\kmk:;=Ba32hT`DI8R5D=Y9ARC0)kRa1_OAg6dJUenD(Qha5`Y*X8Z_HB88:L1::`?*h6M)PY0(f3B?WVF(0UAaBaiP8;R^4Z*P[4;F24hbb9R48C45D0DWH2IX24I0Y=0BQVmR4JJm9Lb1Y09:CQ4QKQ0[8^X8052e?d78^`fIMZ*UaJJS_R015*e0HPW4)U21DUJC350D^15MR5CHiDKY](XB6RPR=P=76XT4468BK7m1210ZkY6Z6`)j:RU(*dPh8M==?PB5be(PQ8c9YQ50d2*eY2T:kO0D`1L;98O649I1E7:4QOZ=6eW*SJ=X4VZb^LGFg4KBbNMD)1G*:DZmFe:*==Jj^W6akd0E\L7WYO1Vj_2Uk\4:BVVPCV[83:T*J0)l)oVEm5Y04V:P9;F949\V?15TaTTeN8dEJ)`Y8FJ:*C]6TGb93*DAf5fN\MJh`gXJRMFQ9L^X`AD7*50P_CgBBKR53dlDIJD?)FL_F)QJi?IAZTkBY[HgUUZaQ*2N656QO=*2CLUVkK6G57XiemKTm7TD510EfGeB0Y\BNSj96]3KL7Y6VAZ*e^:PfaiOa;Oa6(Ml)mBElUhSEEViAf`X_IkFE\gKjcIeE`RcSm(Im6W_FX5F1AnT\dWY6;9de\9ZCUk)6=XZnZ7A]eMJZFeIcMVid?Q_oTRb)cMDImG:aB3`fH_1[0=dWlA)^3gQf(oaT]Va?3dNgnE;7)gCRm=IF6VC7h8h[GVW0jmdhc`m^7=kZ[[Kk=?mAHPehWSfVAEIR0gRIkE9lDRXeL8)KgJGi=_eSilKHJgYLK1c2f))g8TlM5VC2f)TTdEdiWB:jRM(5A7L=^W*71?2W6gJB\FolKB`1b(c:5TTlUm)l=EbQf]H75LZ=E)P41Tm^UU2;nB5oPXO397\[G8nF;ciR]\^_O[KS*5[m(_=`_dkWRHNFeDn;[eOSEFb=Mo5T?9VP7Yo[9X]i4\lCO:jKhNhK_Zn_O_)[?okknc[1)dR7O^9U*c1bOFYJ`Kf73f74fo3S0khfQnLB[EN`VE2l1l^Y*gJZ15M2PgZ:eeOde[JOSXO6EaRGk27C4Fj2WM79D434L;Db6;;0l2]RlZf?)dkjP3S_T4d7Al_l3ZjIJ?f_[6H[BhcK10XKc^O]o[k:Yk==_)9KMZB[CGUj_gei?YVAMWSIkP_lb_;GM=OWk_3*ImTLmZmIoYS]=aW2DDM=VaUZB2XFo*lEfal7i)Yg72DOmYMXkM5:[hOmYMkSo:?eZQG)M(SNMDSI19dLh4U63lm_RA^hS9O]l`5KnAojUeA6