Nama Nama NIM NIM Program Studi Program Studi Mata Kuliah Mata Kuliah 1.
1. DiketahDiketahui: C ui: C = 125 = 125 + 0,+ 0,0!D" 0!D" I = #I = #0 $%r0 $%r" " &' &' = 25 = 25 + 0,1+ 0,1#!#!" " M = (0 M = (0 + 0,1+ 0,11!1!" " &r &r = )0"= )0" * =
* = 100" 100" = = 100 erta 100 erta - = - = 0,12! " 0,12! " -& -& = 0,1(!" = 0,1(!" -2 = -2 = (5 / (5 / r " r " da MS da MS = 200.= 200. a.
a. &e&etutuka kka keeieeimamagaga um umum IS dum IS da -Ma -M .
. elaka agaimaa kodii erekoomia egara tereutelaka agaimaa kodii erekoomia egara tereut ika ada kei3aka 4ikal ekai4 aika
ika ada kei3aka 4ikal ekai4 aika ga3i eear 25 da uidi ga3i eear 25 da uidi (0, tetuka(0, tetuka keeimaga IS da -M 6ag aru.
keeimaga IS da -M 6ag aru.
ika ada kei3aka moeter ekai4 meaika 3umlah uag eredar me3adi 250 mil6ar, tetuka ika ada kei3aka moeter ekai4 meaika 3umlah uag eredar me3adi 250 mil6ar, tetuka keeimaga IS da -M 6ag aru.
keeimaga IS da -M 6ag aru.
7erdaarka oal omor 18 da 1d, tetuka keeimaga IS da -M 6ag aru da elaka 7erdaarka oal omor 18 da 1d, tetuka keeimaga IS da -M 6ag aru da elaka kei3aka maa 6g leih e4ekti49
kei3aka maa 6g leih e4ekti49 ika ada kei3aka
ika ada kei3aka kotraki meaika a3ak me3adi &' = kotraki meaika a3ak me3adi &' = (0 + 0,15! tetuka keeimaga IS$(0 + 0,15! tetuka keeimaga IS$ -M 6g aru dg aumi 8.
-M 6g aru dg aumi 8.
ika ada kei3aka moeter meuruka tigkat uga ietai da -2 me3adi eear I = 25 / 5r ika ada kei3aka moeter meuruka tigkat uga ietai da -2 me3adi eear I = 25 / 5r da -2 = (0 /
da -2 = (0 / ;r. &;r. &etuka keeimaga aru. Da 3elaka maa 6g leetuka keeimaga aru. Da 3elaka maa 6g le ih e4ekti4 atara ih e4ekti4 atara kei3akakei3aka ii dega kei3aka meamah <7 ada aoal 1d.
ii dega kei3aka meamah <7 ada aoal 1d. 2.
2. 7agaim7agaimaa taggaa taggaa ereaa erekookoomia atau amia atau aa 6ag harua 6ag haru dilakuk dilakuka oleh 7aa oleh 7ak Setral 7k Setral 7I>I> 3ika Pemeritah megeaka kei3aka keaika a3ak 9
3ika Pemeritah megeaka kei3aka keaika a3ak 9
a?aa oal o. 1 : a?aa oal o. 1 :
8.
8. KeKeeeimimaagga ua umumum IS m IS dada -M -M.. @ugi IS : @ugi IS : ! = C + I + * + / M ! = C + I + * + / M ! = ! = 125 + 0,0!D + 125 + 0,0!D + #0 / %r + 100 + #0 / %r + 100 + 100 / (0 / 100 / (0 / 0,11!0,11! ! = 125 + 0,0! /
! = 125 + 0,0! / &' + &r> + &' + &r> + #0 / %r + 100 + 100 / (0 / 0,11!#0 / %r + 100 + 100 / (0 / 0,11! ! = 125 + 0,0! ! = 125 + 0,0! / 25 / 0,1#! + )0> + / 25 / 0,1#! + )0> + #0 / %r + 100 + 100 / (0 / 0,11!#0 / %r + 100 + 100 / (0 / 0,11! ! = 125 + 0,00,;! ! = 125 + 0,00,;! + ;5> + + ;5> + #0 / %r + 100 + 100 / (0 / 0,11!#0 / %r + 100 + 100 / (0 / 0,11! ! = 125 + 0,;)! ! = 125 + 0,;)! + 52 + + 52 + #0 / %r + 100 + 100 / (0 / 0,11!#0 / %r + 100 + 100 / (0 / 0,11! ! = (% + 0,5! / %r ! = (% + 0,5! / %r 0,#2! = (% / %r 0,#2! = (% / %r ! = )21,#( / 1;,;%r ! = )21,#( / 1;,;%r @ugi -M : @ugi -M : MS = -1 + -2 MS = -1 + -2 MS = - + -& + -2 MS = - + -& + -2 200 = 0,12! + 0,1(! + (5 / r 200 = 0,12! + 0,1(! + (5 / r 200 = 0,25! + (5 / r 200 = 0,25! + (5 / r 0,25! = 200 / (5 + r 0,25! = 200 / (5 + r 0,25! = 1;5 + r 0,25! = 1;5 + r ! = ;;0 + (2r ! = ;;0 + (2r Keeimaga IS da -M : Keeimaga IS da -M : IS = -M IS = -M )21,#( / 1;,;%r = ;;0 + (2r )21,#( / 1;,;%r = ;;0 + (2r (2r + 1;,;%r = )21,#( / ;;0 (2r + 1;,;%r = )21,#( / ;;0
#,;%r = 2;1,#( r = 5,(% !A = ;;0 + (2r !A = ;;0 + (2 5,(%> !A = ;;0 + 1%1,# !A = (1,#
Keeimaga umum IS da -M ter3adi ada aat tigkat uku uga r> eear 5,(% dega edaata aioal !> eear (1,#.
d. Kodii erekoomia egara tereut megalami 8elah i4lai karea I + * + &r + B S + &' + M. I + * + &r + = #0 / %r + 100 + )0 + 100 = #0 / %5,(%> + 2)0 = #0 / (%,5) + 2)0 = 2)2,#1 S + &' + M = $125 + 0,20!D + 25 + 0,1#! + (0 + 0,11! = $125 + 0,200,;! + ;5> + 25 + 0,1#! + (0 + 0,11! = $125 + 0,1%! + 1( + 25 + 0,1#! + (0 + 0,11! = $5% + 0,#2! = $5% + 0,#2(1,#> = $5% + (#),(% = 2)2,(%
e. Keeimaga umum IS da -M etelah ada kei3aka 4ikal ekai4 dega keaika ga3i eear 25 da uidi (0.
*A = 100 + 10025> *A = 100 + 25 *A = 125 &rA = )0 + )0(0> &rA = )0 + 2% &rA = 11%
@ugi IS1 : ! = C + I + * + / M ! = 125 + 0,0!D + #0 / %r + 100 + 125 / (0 / 0,11! ! = 125 + 0,0! / &' + &r> + #0 / %r + 100 + 125 / (0 / 0,11! ! = 125 + 0,0! / 25 / 0,1#! + 11%> + #0 / %r + 100 + 125 / (0 / 0,11! ! = 125 + 0,00,;! + )2> + #0 / %r + 100 + 125 / (0 / 0,11! ! = 125 + 0,;)! + %(,; + #0 / %r + 100 + 125 / (0 / 0,11! ! = #((,; + 0,5! / %r 0,#2! = #((,; / %r ! = 10(2,( / 1;,;%r @ugi -M : ! = ;;0 + (2r
Keeimaga IS1 da -M : IS1 = -M 10(2,( / 1;,;%r = ;;0 + (2r (2r + 1;,;%r = 10(2,( / ;;0 #,;%r = (%2,( r1 = %,;5 !1 = ;;0 + (2r !1 = ;;0 + (2 %,;5> !1 = ;;0 + 2##, !1 = )0#,
Kei3aka 4ikal ekai4 dega keaika ga3i eear 25 da uidi (0 megakiatka kura IS0 ergerak ke kaa ata me3adi IS1 edagka kura -M teta ehigga 0 eridah ke 1. &er3adi keaika tigkat uku uga me3adi %,;5 r1> da keaika
edaata aioal me3adi )0#, !1>.
4. Keeimaga umum IS da -M etelah ada kei3aka moeter ekai4 meaika 3umlah uag eredar me3adi 250 mil6ar.
@ugi IS :
! = )21,#( / 1;,;%r @ugi -M1 :
MS = 250 MS = -1 + -2 MS = - + -& + -2 250 = 0,12! + 0,1(! + (5 / r 250 = 0,25! + (5 / r 0,25! = 250 / (5 + r 0,25! = 215 + r ! = ;0 + (2r Keeimaga IS da -M1 : IS = -M1 )21,#( / 1;,;%r = ;0 + (2r (2r + 1;,;%r = )21,#( / ;0 #,;%r = ;1,#( r1 = 1,2; !1 = ;0 + (2r !1 = ;0 + (2 1,2;> !1 = ;0 + #0,(2 !1 = )00,(2
Kei3aka moeter ekai4 dega meaika 3umlah uag eredar me3adi 250 mil6ar megakiatka kura -M0 ergerak ke kaa a?ah me3adi -M1 edagka kura IS teta ehigga 0 eridah ke 1. &er3adi euura tigkat uku uga me3adi 1,2; r1> da keaika edaata aioal me3adi )00,(1 !1>.
g. 7erdaarka oal omor 18 da 1d, kei3aka 6ag leih e4ekti4 6aitu kei3aka 4ikal ekai4 dega keaika ga3i eear 25 da uidi (0 oal 18> 6aitu ditu3uka dega keaika edaata aioal me3adi )0#, !1> hail tereut leih tiggi dariada keaika edaata aioal etelah kei3aka moeter ekai4 dega meaika 3umlah uag eredar me3adi 250 mil6ar 6aitu )00,(2 !2> atau !1B!2B!0.
h.
• Kei3aka 4ikal ekai4 dega keaika ga3i eear 25 da uidi (0
megakiatka kura IS0 ergerak ke kaa ata me3adi IS1 edagka kura -M teta ehigga 0 eridah ke 1.&er3adi keaika tigkat uku uga me3adi %,;5 r1> da keaika edaata aioal me3adi )0#, !1>
Kei3aka moeter ekai4 dega meaika 3umlah uag eredar me3adi 250 mil6ar megakiatka kura -M0 ergerak ke kaa a?ah me3adi -M2 edagka kura IS teta ehigga 0 eridah ke 2. &er3adi euura tigkat uku uga me3adi 1,2; r2> da keaika edaata aioal me3adi )00,(1 !2>.
i. Keeimaga umum IS da -M etelah ada kei3aka kotraki meaika a3ak me3adi &' = (0 + 0,15! . @ugi IS1 : ! = C + I + * + / M ! = 125 + 0,0!D + #0 / %r + 100 + 100 / (0 / 0,11! ! = 125 + 0,0! / &' + &r> + #0 / %r + 100 + 100 / (0 / 0,11! ! = 125 + 0,0! / (0 / 0,15! + )0> + #0 / %r + 100 + 100 / (0 / 0,11! ! = 125 + 0,00,5! + ;0> + #0 / %r + 100 + 100 / (0 / 0,11! ! = 125 + 0,;! + # + #0 / %r + 100 + 100 / (0 / 0,11! ! = (( + 0,5%! / %r 0,#(! = (( / %r ! = )0,% / 1;,2r @ugi -M : ! = ;;0 + (2r
Keeimaga IS1 da -M : IS1 = -M )0,% / 1;,2r = ;;0 + (2r (2r + 1;,2r = )0,% / ;;0 #,2r = 2(0,% r1 = #,% !1 = ;;0 + (2r !1 = ;;0 + (2 #,%> !1 = ;;0 + 152,);
!1 = 12,);
Kei3aka kotraki dega meaika a3ak me3adi &' = (0 + 0,15! megakiatka kura IS0 ergerak ke kiri a?ah me3adi IS1 edagka kura -M teta ehigga 0 eridah ke 1. &er3adi eurua tigkat uku uga me3adi #,% r1> da eurua edaata aioal me3adi 12,); !1>.
g. Kei3aka moeter meuruka tigkat uga ietai da -2 me3adi eear I = 25 / 5r da -2 = (0 / ;r. @ugi IS1 : ! = C + I + * + / M ! = 125 + 0,0!D + #0 / %r + 100 + 100 / (0 / 0,11! ! = 125 + 0,0! / &' + &r> + 25 / 5r + 100 + 100 / (0 / 0,11! ! = 125 + 0,0! / 25 / 0,1#! + )0> + 25 / 5r + 100 + 100 / (0 / 0,11! ! = 125 + 0,00,;! + ;5> + 25 / 5r + 100 + 100 / (0 / 0,11! ! = 125 + 0,;)! + 52 + 25 / 5r + 100 + 100 / (0 / 0,11! ! = (%2 + 0,5! / 5r 0,#2! = (%2 / 5r ! = 5,%1 / 11,)r @ugi -M0 : ! = ;;0 + (2r
Keeimaga IS1 da -M0 : IS1 = -M0 5,%1 / 11,)r = ;;0 + (2r (2r + 11,) r = 5,%1 / ;;0 #(,)r = 225,%1 r1 = 5,1# !1 = ;;0 + (2r !1 = ;;0 + (2 5,1#> !1 = ;;0 + 1;#,# !1 = 2#,# @ugi -M1 : MS = -1 + -2 MS = - + -& + -2 200 = 0,12! + 0,1(! + (0 / ;r 200 = 0,25! + (0 / ;r 0,25! = 200 / (0 + ;r 0,25! = 1%0 + ;r ! = ;0 + 2#r
Keeimaga IS1 da -M1 : IS1 = -M1 5,%1 / 11,)r = ;0 + 2#r 2#r + 11,)r = 5,%1 / ;0 (5,)r = 205,%1 r2 = 5,%( !2 = ;0 + 2#r !2 = ;0 + 2#5,%(> !2 = ;0 + 1(%,52 !2 = 1%,52
Kei3aka meuruka tigkat uga ietai I = 25 / 5r> megakiatka kura IS0 ergerak ke kiri a?ah me3adi IS1 ehigga 0 eridah ke 1 da ter3adi eurua tigkat uku uga me3adi 5,1# r1> erta eurua edaata aioal me3adi 2#,# !1>. ka
tetai ada aat eramaa ada kei3aka eurua ermitaa uag utuk ekulai -2 = (0 / ;r> megakiatka kura -M0 ergerak ke kiri ata me3adi -M1 ehigga 1 eridah ke 2 da ter3adi keaika tigkat uku uga me3adi 5,%( r2> erta eurua edaata aioal me3adi 1%,52 !2>.
d: keeimaga kei3aka moeter kei3aka moeter ekai4 meaika 3umlah uag eredar me3adi 250 mil6ar oal o. 1d>.
g : kei3aka moeter meuruka tigkat uga ietai da -2 me3adi eear I = 25 / 5r da -2 = (0 / ;r oal o. 1g>.
Kei3aka moeter ekai4 meaika 3umlah uag eredar me3adi 250 mil6ar oal o. 1d> leih e4ekti4 dariada kei3aka moeter meuruka tigkat uga ietai da -2 me3adi eear I = 25 / 5r da -2 = (0 / ;r oal o. 1g> hal tereut diuktika dega !1B!0B!2. a?aa oal o. 2 :
&aggaa erekoomia 3ika emeritah megeaka kei3aka keaika a3ak adalah 7ak Setral 7I> daat megatur 3umlah uag 6ag eredar <7>. Eal tereut tergatug agaimaa otorita moeter meaggai6a. dau 6ag daat dilakuka atara lai :
• 7I daat memertahaka <7 teta kota, ehigga kura -M tidak eruah da meggeer
kura IS.
7I daat memertahaka tigkat uku uga teta kota 6aitu dega 8ara megkotraki <7. 7I daat memertahaka edaata teta kota dega 8ara memerear <7.