Esercizi compito Analisi matematica 1

r↳1)lin --X4leim 24x 4xXX =++20sx 1= -24 -E xx= + 11 e+ xe +- Z= ⑤2)2 divergentec= (4)3) (4 r 1dx xSe ax 2k- =1y == -2 Edy = dxdx E( 1)+=jet zydy =.1[e* EdyEx =+ Set1)dyE(ye*fe"= (x ++ex] EtexyEye"- + RE-J ERE]ePE-E +1)- er-SEfes] -te])]Se"- e3] Te -- eSaraxSE(3-0)3 e)Se (2e3 -- Se Eydy--te .ze+ = edy-Led getfxfinete]" geYExe"- = SeYye"-[le-er]e]Ecase" -ze"-e Ze-[ge-e]+e e e(eze-ze --Ze+ = =

Simulazione esame 2010/11

Es . *xé dedurned() cheevoluti diCalcola emin =1) :smax *We 21 XxERfunzionelastudia2) : )*arcen((x)ef(x) =1) RDd(x) : *-2* 2x)* (1ex(xe)id'(x) xe -===* M2x )20e (1 ee+ quindiIlIl 2x 20yx 1 - ,2x21 1+ Ex2 2+ E==x2) 3+((x)ef(x) ancen= VIRDf(x) =segno * VXEIR)20(eerarmesintati vert :Oesintati orizz : * )eran(e Olim =X- L+ y).*f'k) arcen(y))erc(ke 1)=== (k)e1 -2) (ax(du(d(dx =(f === -1)[0]- to E(-ne -(ué du = -+ - ===géfa e( "ue"fe U ++ =--g -e -3) studiavariareal di 2 :tor()-(n)Torcen +(m2 (m)2) hen + -53ton 0(2) n ++= = (m)In(m)(n2In )(1en2) ++ +- = cogy12=lim d 12-x1[xV3 diverge3) E -u x)- 1 lim .(2 -x) IA 12 converge--Z == > - 3n212-12x in e1)log(4n =1-13m = =m2n += 3+ non1 312+ ->x X= - =- ↳Mbilmir :Ex(12 >17x(1X - - 1x3 converga12 - xx x2 + -- ~2) am antI11--- o-3 ) lim an =3n2 XD(