Prueba Modelo IS-LM - Macro II Ene 2021

 

Ojrjojs, 98 kd dndrf kd 393: TNGXDS_GKJK OJ[ßLGOJ JNKSÇ_ CDLLF HJOTL[JK KD OGDNOGJ_ DOFNß@GOJ_ W _FOGJLD_ D_OTDLJ DOFNF@ÀJ GG @J[DSGJ=KD @jorfdofnf`àj DXJLTJOGßN OFS[J @FKDLF G_ - L@ Gnstruoogfnds= Lj

sgbugdntd dvjlujogÿn ofnsgstd dn oujtrf (;) prfcld`js sfcrd dl @fkdlf G_ ‟ L@ rdvgsjkf dn dl oursf, lfs oujlds dndn un puntjmd kd 4 puntfs ojkj unf, pjrj un tftjl kd 39 puntfs y kdcdn sdr rdsudltfs gnkgvgkujl`dntd y dntrdbjkfs sflf dn hfr`jtf pkh j `ês tjrkjr dl `gçroflds 98/9:/3: j ljs 3?=47 p` vàj ofrrdf dldotrÿngof kd @ÿkulf 2. _d dvjlujrê pfr prfodkg`gdntfs y pfr rdsultjkfs, pfr lf qud kdcdn kdmjr rddmjkfs lfs oêloulfs, brêofs y dxprdsgfnds ulgzjkjs.

:. Ljs sgbugd sgbugdntds ntds doujogfn doujogfnds ds kdnd kdndn n j unj dofnf`àj= dofnf`àj= O 0 499 + 9,8Wk G 0 :999 ∓ :399g B 0 899 [ 0 399 + 9,:W g 0 39% Wk 0 W ∓ [ KJ 0 O + G + B KJ ≪ W j) Kdtdr`gnd lj doujogÿn kd kd lj KJ c) Kdtdr`gnd dl ngvdl ngvdl kd gnbrdsf oujnkf g 0 39% o) dl lj `ul plgojkfr adyndsgjnf k) Fctdnbj Dnoudntrd lj`ulplgojkfr doujogÿn doujogÿ n G_ adyndsgjnf

3. Tsjnkf sgd`prd sgd`prd of`f rdhdrdnogj lj doujogÿn doujogÿn gngogjl gngogjl y tdngdnkf of`f doujogfnds doujogfnds ljs sgbugdntds= sgbugdntds= B 0 :99 O 0 399 + ?/;Wk [ 0 399 + 9,:9W G 0 799 ∓ :399g g 0 :9% j) Dnoudntrd y brjqud lj hunogÿn kd lj KJ. c) Dnoudntrd dl `ulplgojkfr y dl gnbrdsf kd dquglgcrgf. o) Dnoudntrd y brjqud lj hunogÿn kd lj G_. :

 

k) _g dl bfcgdrnf kdogkd gnord`dntjr su bjstf dn :99 ¶Zuç suodkd dn lfs gnogsfs c) y o)6 d) _g dl bfcgdrnf kdogkd gnord`dntjr lj tjsj g`pfsgvj ¶Zuç suodkd dn lfs gnogsfs j) y c)6 h) _g dl vjlfr kd “c‐ dn lj hunogÿn kd gnvdrsgÿn hudsd odrf, dnoudntrd W brjqud lj doujogÿn kd G_. b) _upfnbj qud lj kd`jnkj kd sjlkfs rdjlds ds L 0 :/?W ∓:399g. Brjqudlj y dxplàqudlj. e) _g lj fhdrtj `fndtjrgj rdjl ds @/Y 0 ?99 kgbj ouêl ds lj doujogÿn kd lj ourvj L@ y brjqudlj. g) ¶Oÿ`f sd `fkgoj lj L@ sg lj sdnsgcglgkjk kd lj tjsj kd gntdrçs ds nulj6  m) ¶Oÿ`f sd `fkgoj `fkgoj lj L@ kdl gnogsf e) e) d g) sg ejy unj gnjogÿn gnjogÿn kdl :4%6 a) ¶Ouêl ds dl dquglgcrgf dn j`cfs `drojkfs tf`jnkf lj G_ kdl gnogsf k) y lj L@ kdl e)6 Brjqud. l) _g oj`cgj lj @ j 349 ¶Ouêntf oj`cgj dl gnbrdsf y lj tjsj kd gntdrçs kd dquglgcrgf6

?. _upfnbj _upfnbj unj dofnf` dofnf`àj àj kdngkj kdngkj pfr pfr ljs sgbugdn sgbugdntds tds doujog doujogfnds= fnds= O 0 9,5:(:∓t)W t 0 9,34 G 0 799 ∓ 49g B 0 599 L 0 9,34W ‟ 83,4g @/Y 0 499 j) kd κqud qudkdsorgcd ofrrdspfnkd jl `ulplgojkfr sdnogllf (ofn g`pudstfs) c) ¶Ouêl ¶Ouêl ds ds dl lj vjlfr doujogÿn j lj ourvj G_6 o) ¶Ouêl ds lj doujogÿn qud kdsorgcd j lj ourvj L@6 k) ¶Ouêlds sfn lfs ngvdlds kd dquglgcrgf kd lj rdntj y kdl pf kd gntdrçs6 d) ¶Ouêntf ju`dntj dl ngvdl kd rdntj dn dl `fkdlf G_-L@, qud of`prdnkd dl `drojkf kd kgndrf, oujnkf sd gnord`dntj dl bjstf pýclgof ∈B6 h) ¶Oÿ`f jhdotj unj vjrgjogÿn kdl bjstf pýclgof kd ∈B dquglgcrgf6

;. _upfnb _upfnbjj dl dl sgb sgbugd ugdntd ntd `fkdlf `fkdlf== O 0 ;99 + 9,2Wk G 0 ?49 ∓:4g B 0 ?99 [ 09,:W Wk 0 W ∓ [ @K0 9.?W ∓:9g @F 0 499 j) _g g 0:;%, (g 0 :;) ds`d y brjqud lj hunogÿn kd KJ. Yjrj tjl ojsf, ouêl sdràj lj prfkuoogÿn kd dquglgcrgf. c) Dn dl `fkdlf adyndsgjnf sg`pld, kgbj ¶ouêntf kdcdràj gnord`dntjr dl Bjstf kdl Dstjkf sg kdsdj qud dl gnbrdsf sd gnord`dntd dn :996 o) Kdtdr`gnd ljs ourvjs G_-L@ k) Dxplgqud pfr quç dl gnbrdsf kdl gnogsf j) nf ds dl kd dquglgcrgf oujnkf sd tf`j dl `fkdlf G_-L@ of`pldtf. d) Kgbj ouêlds sfn dl gnbrdsf kd dquglgcrgf, dl ofnsu`f, dl kçogt pýclgof y lj gnvdrsgÿn kd dquglgcrgf.

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