quot;<"2:$;"> BAC(5$ED
2
0
0
Testo completo
(2) . !#"%$'&)(*"++#,. -.0/21435.76. 8 :9:$;"<"2:$;">=?=?=?=%=?=?=?=%=?=?=?=?=@=?=?=?=%=?=?=?=?=%=?=?=?=%=?=?=?=%=?=?=?=?=@=?=-BAC(5$ED;=?=?=?=%=?=?=?=?=%=?=?=?=@=?=?=?=?=%=?=?=?=%=?=?=?=%=?=?=?=?=%=?=?=?=@=?= 8 :(*F*HGA1IDKJ)(*"LDM ♦ 6ONQPR1TS ♦ 8 3VU21TS WYX[Z[\^]_%`ba#c` d^egfhji2klnmopqsrut2v:t*wyx{z|v!w{z[}[z5~!z[?x{z?Kz[nx{zgnxyw{K Yu^KCHv:twyx{}[^rutw{z@ X5^\^`!\*@a:#ca<ca#'sn`cX[Z[:' KZ[!ba#*)\^<K\*X[L#cK\*` \*a \`baE@a:\X[aH`]\*L ?eg f¡pl ¢£qpBqLO¤gL~!¥K}Y@?xyw{*¦%zYwyx{§Krz@ rtTw{yv@nxVtRKzYrur¥yv:t^ Yu¨rty}[utx{~!@v¨^©@ ?KzYyx{!ª!u«}5t^yR~ #}[^wyw{zY [@Kz^ §KtwywVt*w{zjrt¨w{yv^nxVtRzYwywVtxVt¨zjy}¬w{u¦@zYw{zTt^}[}[t^?x{RrutRLK*¦@tjw{yv@nxVtLe Le¨l¡k®¯£°q±j±Bltxyxyw{§ K²x{vz¬wrut¥w{yv^nxVtRz[{txyxVtRy^KR:~!}5tx{t^rrut¨³: zj~ ´@©^KL z[y²x{ e µ eRkpIhBln¶ln°4hsK{t*w{zjru§!w{C?:t^~ zYw{ ·!}5tr}[@rutx{w{Cx{z[rzY¸^K´}[z[rrKrutw{Ce ¹?egfhB¯£ q±B¯£oIpBq»º ]!X[Z[a¼½a:`aH0Z*]Z[Z5`4`¡¼½a:b`` \*a:Z[a´@a:ba e ¾LeR°q¯£qpqr´¸b@©^ru|¶¿}[^¤gz£v w{^¤gz[¤g^w{ut¨~!z[rrz£w{uyv^nx{z ~Ktx{z^e À?eR°qi2khtR~!yv@y [@ z@Ád5¹^ÂR¤ge à =OÄA½DHGDKÅDƽDF*"%9J"%Å*"0ÇnJ))È?A·:". f. (*"LDKÆ·"'GA4:DK(5A½DK&)ACÆ·"(*"LDKÆ·"G)"@É)ACÅDHGDM f (x) =. p √ 3 e2x − e + 3 3 e. Ê (D:Ë?Ë%A½DK(*"F5J)ÆÇy:9ÆCA·OGAÌ)(*:Å*Ë?:ÆCÆ·2J)9(D ÉË?OÍJDKÆCACÅDKÅ5AC#0G)"%ÆCƽD|ÇÎJ))È?A·:" f Ï AC;D:Ë?Ë?:(*G)0Ë?:A(5A·F5J)ÆCÅDKÅ5A :Å5Å*"%´J)Å5A{= Ð "%Å*"%(5$HACDK(*"'ACÆIG):$HAC)A·;GA f "?GÑ"%#"%´Å5JDKÆCA£F5AC$H$;"%Å5(5A·"= ÒÓÎÔLÕTÖÔ?×LØÚÙÕBÛBÜ¡×!ÓÝÞ[ß 8 DKÆ·Ë?:ƽDK(*" AÆCAC$HACÅ5ADKÆCƽDRÇn(*:´Å5A·"%(D«G)"%Æ´G):$HAC)A·O" G)"%Å*"%(5$HACDK(*"¨"%#"%´Å5JDKÆCA)D:F5AC´Å*:Å5AàÎ#"%(5Å5A·ËLDKÆCA Ï :(5ACÈ?ÈL:´ÅDKÆCA Ï :&)ÆCA·Í´J)A á¨Ì"%( f = ÒÓÎÔLÕTÖÔ?×LØÚÙÕBÛBÜ¡×!Ó¨â)Þ[ß 8 DKÆ·Ë?:ƽDK(*"ƽD<ÇnJ))È?A·:"G)"%(5AC:DKÅD;Ì)(5AC$EDHGA f Ë%ƽD:F*F5AÉËLDKG);"%#"%Å5JDKÆCAIÌ)J)Å5AGA:ãG)"%(5ACDK&)ACÆCACÅä= ÒÓÎÔLÕTÖÔ?×LØÚÙÕBÛBÜ¡×!Ó¥åÞ[ß Ä Å5JGA½DK(*"RƽD«Ë%(*"?FË?"%)È!D2"¨G)"?Ë%(*"?FË?"%)È!D0GA f Ï ËLDKÆ·Ë?:ƽDKG) Ï Í´JDKÆ·:(D2"?F5A·F*ÅDK Ï Ì)J)´Å5AGA$ED:F*F5AC$;´æ $HAC)AC$; (*"%ƽDKÅ5AC#E"2Ì)J)´Å5AGA4$ED:F*F5AC$;´æ $HAC)AC$;D:F*F*:ÆCJ)Å*HÌ"%( f = ÒÓÎÔLÕTÖÔ?×LØÚÙÕBÛBÜ¡×!ÓÝÞ[ß 8 DKÆ·Ë?:ƽDK(*" ƽDgÇÎJ))È?A·:"¨G)"%(5AC:DKÅD«F*"?Ë?:GD|GA f " F*Å5JGA½DK(*" ƽD|Ë?:ËLD?ACÅä|" ƽDË?:´#"?FF5ACÅä|GA f Ï ËLDKÆ·Ë?:ƽDKG) 9ÆCAI"%#"%´Å5JDKÆCAÌ)J)´Å5AIGAç"?FF*Ì¡"%( f = ÒÓÎÔLÕTÖÔ?×LØÚÙÕBÛBÜ¡×!Ó èÞ[ß.
(3) = Ð "%Å*"%(5$HACDK(*". Ï. inf A sup A. ÒÓÎÔLÕTÖÔ?×LØÚÙÕBÛBÜ¡×!Ó¥åÞ[ß. "?GÑ"%#"%´Å5JDKÆC$;"%Å*". Ï. Ï "?F*F"%G). min A max A 1 π A = 2 + log sin · , n∈N . n2 + 1 2. = Ð "%Å*"%(5$HACDK(*"'ACÆ4ÆCJ:9#H9#"?:$;"%Å5(5A·Ë?G)"%9ÆCA. z∈C. ÅDKÆCAIË". Im 3 + i|z|2 + 2z + 7iz = 0.. ÒÓÎÔLÕTÖÔ?×LØÚÙÕBÛBÜ¡×!Ó¥åÞ[ß. = 8 DKÆ·Ë?:ƽDK(*" . arctan(nn ) + log(n2n ) lim √ . n→+∞ n2 + 3 · [log((n + 1)!) − log(n!)]. ÒÓÎÔLÕTÖÔ?×LØÚÙÕBÛBÜ¡×!Ó¥åÞ[ß. = 8 DKÆ·Ë?:ƽDK(*" . lim. x→1. ÒÓÎÔLÕTÖÔ?×LØÚÙÕBÛBÜ¡×!Ó¥åÞ[ß. = 8 DKÆ·Ë?:ƽDK(*". f : R −→ R. 2 (x−1). − 1) cos 2 3 sin (x − 1). x−1 π. . √ (ex/2 − 1 + x) sin(4x2 ) lim x→0 1 − cosh(2x2 ). ÒÓÎÔLÕTÖÔ?×LØÚÙÕBÛBÜ¡×!Ó¥åÞ[ß. ,=OÄA½D. (etan. ƽDÇnJ))È?A·:"G)"@É)ACÅDHGD 2 sin(x − 6) [1 + (x − 7)2 ]1/(x−7) + f (x) = x−6 x−7 1. F" F ". Ð %" Å*"%(5$HACDK(*"<"0Ë%ƽD:F*F5AÉËLDK(*"<"%#"%´Å5JDKÆCAIÌ)J)Å5AIGAIGA·F*Ë?:Å5AC´J)ACÅäEÌ¡"%( f = ÒÓÎÔLÕTÖÔ?×LØÚÙÕBÛBÜ¡×!Ó èÞ[ß 2. x 6= 7, x 6= 6. x=7. Ï. x=6. =.
(4)
Documenti correlati
[r]
[r]
[r]
[r]
[r]
[r]
[r]
Field and armature currents i_field1 b, i_arm r and