Paso 3 Ejercitacion Conocimientos de La Unidad 2

 

HCMH^MF L^MW@RCY@CGF QCXF 8 -NKNYH@WCH@ØD GN HFDFH@L@NDWFX GN MC ^D@GCG 9

QYNXNDWCGF QFY;

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QYNXNDWCGF C;

^D@RNYX@GCG DCH@FDCM CI@NYWC P C G@XWCDH@C NXH^NMC GN H@NDH@CX GN MC NG^HCH@ØD HHCR9199

 

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Nd nstc cht`v`gcg sn sfm`h`tc cm nstug`cdtn gn hãmhumf, gnscrrfmmcr nknrh`h`fs qun iushcd pfdnr nd prãht`hc prãh t`hc tfgfs mfs hfdhnpt hfdhnptfs fs cprndg`g cprndg`gfs fs nd mc ud`gcg ud`gcg 9 ”onflntr ”onflntrìc ìc gnm nspch`f y budh`fd budh`fdns ns vnhtfr`c vnht fr`cmns“. mns“. Qfr mf hucm, hucm, sn gnin gnin mnnr gn lcdnrc lcdnrc hflp hflprnds rnds`vc `vc mfs rnbnrndt rnbnrndtns ns i`im`for i`im`forãb`h ãb`hfs fs cs`odcgfs nd nstc pcrc munof prfhngnr c gnscrrfmmf f iushcr mc pfs`imn sfmuh`ød gn mfs prfimnlcs prnsndtns nd mc ouìc. ^d vnhtfr ns udc hcdt`gcg hcrchtnr`zcgc pfr tndnr lcod`tug, qun rnprnsndtc nm tclcóf gnm vnhtfr, mc mfdo`tug gnm snolndtf: tndnr g`rnhh`ød, qun `dg`hc mc mìdnc gn chh`ød gnm vnhtfr y pfr tndnr  sndt`gf, nd hcgc g`rnhh`ød ecy gfs pfs`imns sndt`gfs. Nd mc prnsndtn cht`v`gcg nstug`clfs mc budh`ød vnhtfr`cm r(t), qun ns udc budh`ød vnhtfr`cm gn vcr`cimn rncm hfd gfl`d`f @. Mcs budh`fdns U (t) y P(t) sfd mcs budh`fdns hffrgndcgcs gn mc budh`ød. X` sfmf sn t`ndn udc vcr`cimn `dgnpndg`ndtn, sn g` g`hn hn qu qun n ns udc udc bu budh dh`ø `ød d vnht vnhtfr fr`c `cmm gn rncm rncmns ns vcr` vcr`ci cimn mns. s. X` ec ecy y lãs lãs gn ud udc c vcr` vcr`ci cimn mn `dgnpndg`ndtn (gfs f lãs), sn g`hn qun ns udc budh`ød vnhtfr`cm gn vcr`cimn vnhtfr`cm.

 

9.9 Gntnr Gntnrl`dn l`dn mc ``lcon lcond d gn;

 <   

 <   :

 ≧  ≧ 

mcs cdtnr`frns sfd nhuch`fdns pcrclàtr`hcs pcrclàtr`hcs gn udc h`rhudbnrndh`c hfd r < c. X` ”c“ mn gclfs ud vcmfr gn 3 y, s`ou`ndgf nm pcrãlntrf pcrc t, mc `lcond gn mc h`rhudbnrndh`c dfs qungc gn mc s`ou`ndtn lcdnrc;

9.3? Ynsfmvnr mfs s`ou`ndtns cspnhtfs; c) s` mc vnmfh`gcg gn u udc dc pcrtìhumc s`nlprn ns pnrpndg`humcr c su chnmnrch`ød ndtfdhns, gnlunstrn qun su rcp`gnz ns hfdstcdtn. i) s`  Y Y (t )