Trabajo de Teoria 3
February 5, 2023 | Author: Anonymous | Category: N/A
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@msióa @msió a `i nmrnumtas nmrnumtas nae `ma`as YEMWIT^M@C ECNMAECL @I MEBIEMITMC Lcmhi Zcrcbucy Nrmstmce | II036S | 4/:7/4:43
PTCDCOA @I PIATMC E¿> C. Ha`ila `il `ma`a. 3. @itirhmei sm nc`c uea `i las `ma`as hastrc`as ie lc gmburc 3-0: istc palcrmzc`c ie `mrintc a istc palcrmzc`c ie mevirsc. Ie lc gmburc (c) adsirvchas ue nmrnumta nae ue `ma`a.
C naetmeucnmþe, nclnulcrihas nclnulcrihas il patienmcl patienmcl ie las ea`as c y d?
Cplmnce`a lc sibue`c sibue`c liy `i Kmrnffagg? Kmrnffagg? -9 + 3: * m + 6 8 : m 8 -:.> C Zar la tceta? v c 8 9 + 3: * m 8 4 C Nlcrchieti si adsirvc qui il `ma`a istc palcrmzc`a ie mevirsc yc qui v c < v d. Ie lc gmburc (d) adsirvchas ue nmrnumta nae ue `ma`a.
Istcdlinihas il sietm`a `i lc narrmieti csuhmie`a qui il `ma`a istc palcrmzc`a ie `mrintc? -3:: + 97: * m 8 : m 8 :.36 C ZÃBMEC 3
Adsirvchas qui lc narrmieti is pasmtmvc, par la qui naenlumhas qui csuhmhas narrintchieti lc palcrmzcnmþe `il `ma`a. Ie lc gmburc (n) adsirvchas ue nmrnumta nae ue `ma`a.
^m lc narrmieti m4 risultc sir pasmtmvc ietaenis il `ma`a istcrã palcrmzc`c ie `mrintc. Cplmnchas lc sibue`c sibue`c liy `i Kmrnffagg? Kmrnffagg? ->: + m3 * (3.:k + 3.9k + 0.2k) „ 0.2k * m4 8 : … (γ ) 0.2k * (m4 „ m3) + 0.2 * m4 8 : … (δ) @i γ y y δ naenlumhas? m3 8 >.:= hC y m4 8 3.90 hC. Naha c`ilcetchas lèeics crrmdc il `ma`a istc palcrmzc`a ie `mrintc. Ie lc gmburc (`) adsirvchas ue nmrnumta nae ue `ma`a.
^m csuhmhas qui il `ma`a istc ie mevirsc ietaenis ie il nmrnumta istcrã cdmirta. Cplmnchas lc liy `i Kmrnffagg? -3: + 4:k * m -4: 8 : m 8 3.9 hC Ietaenis? v nãta`a nãta`a 8 3: + 3:k * 3.9h 8 49 v, par la qui naenlumhas qui il `ma`a istc palcrmzc`a ie mevirsc.
4. @itirhmecr il valtcoi c trcvís `i nc`c uea `i las `ma`as hastrc`as ie lc gmburc 3-0: `i cnuir`a nae il ha`ila prcntmna.
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Adsirvchas ie lc gmburc qui las `ma`as istãe ietri las ea`as c y d, v cd cd 8 :.2v Zcrc il nmrnumta (c) ^cdihas qui isti `ma`a istc palcrmzc`a ie mevirsc.
m 8(d) :, ietaenis? v c 8 9v, v d 8 6v Zcrclailtceta? nmrnumta Zar
^cdihas qui isti `ma`a istc palcrmzc`a ie `mrintc. v c 8 :v, v d 8 :.2v Zcrc il nmrnumta (n) ^cdihas qui il `ma`a istc palcrmzc`a ie `mrintc. v c 8 -:.2v, v d 8 :v Zcrc il nmrnumta (`) ^cdihas qui il `ma`a istc palcrmzc`a ie mevirsc. v c 8 :v, v d 8 39v
>. @itirhmecr il valtcoi c trcvís `i nc`c uea `i las `ma`as hastrc`as ie lc gmburc 3-0: `i cnuir`a nae il ha`ila m`icl.
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Zcrc il nmrnumta (c)
^cdihas qui isti `ma`a istc palcrmzc`a ie mevirsc. Zar la tceta? m 8 :, ietaenis? v c 8 9v, v d 8 6v Zcrc il nmrnumta (d)
^cdihas qui isti `ma`a istc palcrmzc`a ie `mrintc. v c 8 :v, v d 8 :v Zcrc il nmrnumta (n) ^cdihas qui il `ma`a istc palcrmzc`a ie `mrintc. v c 8 :v, v d 8 :v Zcrc il nmrnumta (`) ^cdihas qui il `ma`a istc palcrmzc`a ie mevirsc. v c 8 :v, v d 8 39v
0. @itirhmecr il valtcoi c trcvís `i nc`c uea `i las `ma`as hastrc`as ie lc gmburc 3-0: `i cnuir`a nae il ha`ila nahplita `i `ma`a nae r` 8 3:℧ rT 8 3::H℧.
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Zcrc il nmrnumta (c)
^cdihas qui isti `ma`a istc palcrmzc`a ie mevirsc. Cplmnce`a lc liy `i `i Kmrnffagg? -9 + 3:m + rT m + 6 8 : m 8 ->¹C Zar la tceta? m 8 ->¹C, ietaenis? v c 8 3:.==v, v d 8 6v Zcrc il nmrnumta (d)
^cdihas qui isti `ma`a istc palcrmzc`a ie `mrintc. Cplmnce`a lc liy `i `i Kmrnffagg? :.2 + r`m „ 3:: + 97:m 8 : m 8 :.320C Zar la tceta? m 8 :.320C, ietaenis? v c 8 :v, v d 8 4.40v Zcrc il nmrnumta (n) ^cdihas qui il `ma`a istc palcrmzc`a ie `mrintc. Cplmnce`a lc liy `i `i Kmrnffagg? ->: + m3 * (3.:k + 3.9k + 0.2k) „ 0.2k * m4 8 : … (γ ) 0.2k * (m4 „ m3) + 0.2 * m4 + :.2 + 3: * m 48 : … (δ) Tisalvmie`a il smstihc `i inucnmaeis adtieihas? m3 8 7.33 hC, m4 8 4.=2hC. Zar la tceta? v c 8 :.24v, v d 8 :v Zcrc il nmrnumta (`) ^cdihas qui il `ma`a istc palcrmzc`a ie mevirsc. Cplmnce`a lc liy `i `i Kmrnffagg? 3: 8 (3::H + 3:k)*m3 „ 3::H*m4 4: 8 -3::H*m3 + (3::H + 3: k)*m 4 Tisalvmie`a il smstihc `i inucnmaeis? m3 8 3.0= hC, m4 8 3.9 hC. v c 8 :v, v d 8 0.==v
D. Tisuilvc y huistri ie `itclli lcs pribuetcs. 9. Ie il nmrnumta `i lc gmburc, v m tmiei ue vclar pmna `i 3: v y T 8 3 k℧. Ienuietri il vclar pmna `i m @ y lc nahpaeieti `i n` `i v :.
Cplmquihas lc liy `i Kmrnffagg? Kmrnffagg? -3: + v @ + Tm@ 8 : m@ 8 (3: „ v @) hC, v @ /3::: is `isprinmcdli. m@ 8 3:hC scdihas?
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3 8 4 − ( 3: ) 8 3: 8 >.36
7. Il `ma`a `il nmrnumta `i lc gmburc is ue `mspasmtmva brce`i, `i ilivc`c narrmieti, nuyc gubc mevirsc is rczaecdlihieti me`ipie`mieti `il valtcoi. ^m W 8 3v c 4: :n, ienuietri il vclar `i W c 0: :n y c : :n
2. @msiói il nmrnumta `i lc gmburc pcrc adtieir ue valtcoi `i sclm`c `i 4.0v. ^upaebc qui las `ma`as `mspaemdlis tmieie uec ncè`c `i :.2v c 3 hC y qui lc W 8 :.3v / nchdma `i `ínc`c ie narrmieti. narrmieti.
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6. Il nmrnumta `i lc gmburc si pui`i utmlmzcr ie ue smstihc `i sióclmzcnmþe par hi`ma `i ue clchdri hãs ue ritarea c tmirrc nahÿe. Ie nuclqumir hahieta, lc ietrc`c tmiei uea `i tris vclaris? +>v, :, ->v. ±Nuãl is il istc`a `i lcs lãhpcrcs pcrc nc`c vclar `i ietrc`c1 (eþtisi qui lcs lãhpcrcs si pui`ie naeintcr sipcrcs ietri sè, y qui fcy vcrmcs `i isti tmpa `i naeixmþe, ta`as ie ue clchdri).
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=. Il nmrnumta `i lc gmburc utmlmzc tris `ma`as m`íetmnas nae e83 i M^ 8 3:-30 C. Ienuietri il vclar `i lc narrmieti M einiscrmc pcrc adtieir ue valtcoi `i sclm`c W: 8 4v. ^m uec narrmieti `i 3 hC is tahc`c `il tirhmecl `i sclm`c par lc ncrbc, ±Nuãl is il nchdma ie il valtcoi `i sclm`c1
3:. Zcrc il nmrnumta qui si huistrc ie lc gmburc chdas `ma`as sae m`íetmnas, nae`unmie`a 3: hC c :.2v y 3:: hC c :.6v. Ienuietri il vclar `i T pcrc il qui W 8 9:hv.
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