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KESETIMBAGAN KIMIA 
ZAKIAH 
8136141013
Kesetimbangan Dalam Kehidupan Sehari-hari 
• Banyak peristiwa dalam kehidupan sehari-hari 
yang merupakan proses kesetimbangan. 
Contohnya : 
Perubahan wujud cair 
Reaksi kesetimbangan dalam tubuh 
Reaksi kesetimbangan dalam mulut
PENGERTIAN KESETIMBANGAN KKIIMMIIAA 
A + B <=> C
PENGERTIAN KESETIMBANGAN KKIIMMIIAA 
Keadaan kesetimbangan : 
• kecepatan reaksi ke kanan = kecepatan 
reaksi kekiri  reversibel 
• Jumlah molekul/ion yang terurai = jumlah 
molekul/ion yang terbentuk dalam satu 
satuan waktu 
• Kesetimbangan yang dinamis  in constant 
motion 
Uap mengembun dengan laju yang sama dengan air 
menguap 
Pelarutan padatan, sampai pada titik laju padatan 
yang terlarut sama dengan padatan yang mengendap 
saat konsentrasi larutan jenuh (tidak ada perubahan 
konsentrasi)
TETAPAN KKEESSEETTIIMMBBAANNGGAANN 
Hukum 
Guldberg dan 
Wange: 
Dalam keadaan kesetimbangan pada suhu 
tetap, maka hasil kali konsentrasi zat-zat 
hasil reaksi dibagi dengan hasil kali 
konsentrasi pereaksi yang sisa dimana 
masing-masing konsentrasi itu 
dipangkatkan dengan koefisien reaksinya 
adalah tetap.
TTEETTAAPPAANN KKEESSEETTIIMMBBAANNGGAANN 
Hukum Empiris Aksi Massa (Guldberg & Waage) 
aA + bB cC + dD 
Tetapan kesetimbangan empiris (KC) 
Kc = [C]c [D]d 
[A]a [B]b 
Reaksi dalam larutan
TTEETTAAPPAANN KKEESSEETTIIMMBBAANNGGAANN 
Adding equations for reactions 
SS((ss)) ++ OO22((gg)) SSOO22((gg)) KK11 == [[SSOO22]] // [[OO22]] 
SSOO22((gg)) ++ 11//22 OO22((gg)) SSOO33((gg)) 
KK22 == [[SSOO33]] // [[SSOO22]][[OO22]]1/2 
NNEETT EEQQUUAATTIIOONN 
SS((ss)) ++ 33//22 OO22((gg)) SSOO33((gg)) 
Knet = [SO3] 
[O2]3/2 = K1 • K2
TTEETTAAPPAANN KKEESSEETTIIMMBBAANNGGAANN 
CChhaannggiinngg ccooeeffffiicciieennttss 
SS((ss)) ++ 33//22 OO22((gg)) SSOO33((gg)) 
22 SS((ss)) ++ 33 OO22((gg)) 22 SSOO33((gg)) 
[O 2 ]3 K n e w = [S O3 ]2 
[2 
2 
Knew [SO3]2 
Knew = = SO3]= = ((Kold)2 [[O2]Kold)O2]3 3 K = [S O 3 ] 
[O 2 ] 3 / 2 
K n e w = [S O3 ]2 
[O 2 ]3
CChhaannggiinngg ddiirreeccttiioonn 
SS((ss)) ++ OO22((gg)) SSOO22((gg)) 
SSOO22((gg)) SS((ss)) ++ OO22((gg)) 
K = [S O2 ] 
K = [S O2 ] 
[O 2 ] 
[O 2 ] 
K n e w = [O 2 ] 
[S O 2 ] 
= 
Knew = [O2 ] 
Knew = [O2 ] 
1 
K o ld 
K n e w = [O 2 ] 
[S O 2 ] 
= 
1 
K o ld 
[SO2 ] 
[SO2 ] 
TTEETTAAPPAANN KKEESSEETTIIMMBBAANNGGAANN
TETAPAN KKEESSEETTIIMMBBAANNGGAANN 
Tetapan Kesetimbangan Tekanan Parsial 
Untuk kesetimbangan yangmelibatkan gas, tekanan 
parsial dapat digunakan untuk menggantikan 
konsentrasi 
Kp = 
[pC]c [pD]d 
[pA]a [pB]b 
p = Tekanan parsial
TTEETTAAPPAANN KKEESSEETTIIMMBBAANNGGAANN 
UUnnttuukk rreeaakkssii ffaassee ggaass:: aa AA((gg)) ++ bb BB((gg))  cc CC((gg)) ++ dd DD((gg)) 
[C] c [D] d 
= ddaann 
[A] [B] 
a b 
C K 
MMeennuurruutt hhuukkuumm ggaass iiddeeaall:: 
( C) ( D) = 
K p p 
P p p 
ppVV == nnRRTT pp == ((nn//VV))RRTT == [[RRTT ]] 
c d 
( A) ( B) 
a b 
Þ KKaarreennaa iittuu,, 
[C] [D] 
[C] (RT) [D] (RT) 
( C) ( D) 
K = p p = = (RT) + - + 
(c d ) (a b) 
c d 
a b 
c c d d 
a a b b 
c d 
P p p 
a b 
[A] [B] 
[A] (RT) [B] (RT) 
( A) ( B) 
ng 
P C K K D = (RT) Dnngg == S kkooeeff ggaass pprroodduukk –– S kkooeeff 
ggaass rreeaakkttaann 
HHuubbuunnggaann KKPP ddeennggaann KKCC
CCOONNTTOOHH 
((11)) 44 NNHH33((gg)) ++ 77 OO22((gg))  44 NNOO22((gg)) ++ 66 HH22OO((gg)) 
[NO ] [H O] K = C 7 
7 
[NH ] [O ] 
2 
4 
4 
2 
3 
6 
2 
NO ) ( H O) 
K p p P = 
((22)) CCHH33OOHH((ll)) ++ CCHH33CCOOOOHH((ll))  CCHH33CCOOOOCCHH33((ll)) ++ HH22OO((ll)) 
[CH COOCH ][H O] 
= 3 3 2 C K 
[CO ] = 2 C K ( 2 ) K pCO P = 
((33)) CCaaCCOO33((ss))  CCaaOO((ss)) ++ CCOO22((gg)) 
((44)) BBaaCCll22((aaqq)) ++ NNaa22SSOO44((aaqq))  BBaaSSOO44((ss)) ++ NNaaCCll((aaqq)) 
2 
4 
3 
6 
2 
4 
2 
( NH ) ( O 
) 
( 
p p 
[CH OH][CH COOH] 
3 3 
[NaCl] 
2 2 4 
[BaCl ][Na SO ] 
= C K 
TTiiddaakk aaddaa KKPP uunnttuukk rreeaakkssii ((22)) ddaann ((44)),, kkaarreennaa ttiiddaakk aaddaa zzaatt yyaanngg bbeerrffaassee ggaass..
AArrttii NNiillaaii TTeettaappaann KKeesseettiimmbbaannggaann 
Nilai numeris Kc atau Kp yang sangat besar menandakan 
bahwa reaksi berjalan ke kanan sebagaimana dituliskan, 
berlangsung sempurna atau mendekati sempurna 
Nilai numeris Kc atau Kp yang sangat kecil menyatakan 
bahwa reaksi ke kanan sebagaimana dituliskan tidak 
berlangsung besar-besaran
KK >> 11  rreeaakkssii lleebbiihh bbaannyyaakk kkee aarraahh pprroodduukk 
((kkeesseettiimmbbaannggaann bbeerraaddaa ddii kkaannaann)).. 
22 HH22((gg)) ++ OO22((gg))  22 HH22OO((gg)) KKCC == 99,,11 ´ 11008800 
KK << 11  rreeaakkssii lleebbiihh bbaannyyaakk kkee aarraahh rreeaakkttaann ((kkeesseettiimmbbaannggaann 
tteerrlleettaakk ddii kkiirrii)).. 
NN22OO44((gg))  22 NNOO22((gg)) KKCC == 44,,6633 ´ 1100--33 
CCoonnttoohh :: 
CCoonnttoohh ::
CCOONNTTOOHH SSOOAALL 
TTuulliisskkaann rruummuuss KKcc ddaann KKPP uunnttuukk rreeaakkssii--rreeaakkssii bbeerriikkuutt:: 
((aa)) 22 ZZnnSS((ss)) ++ 33 OO22((gg))  22 ZZnnOO((ss)) ++ 22 SSOO22((gg)) 
((bb)) 22 HHCCrrOO44 
JJaawwaabb:: 
-- 
((aaqq))  CCrr22OO77 
22-- 
((aaqq)) ++ HH22OO((ll )) 
AAppaakkaahh rreeaakkssii--rreeaakkssii ddii aattaass tteerrmmaassuukk kkeesseettiimmbbaannggaann hhoommooggeenn 
aattaauu hheetteerrooggeenn?? 
((aa)) 
((bb)) 
[SO ] = C K 
2 
2 
[O ] 
3 
2 
2- 
Cr O ] K 
= [2 7 
C - 2 
4 
[HCrO ] 
( SO ) 
p 
2 
2 
K p P = KKeesseettiimmbbaannggaann hheetteerrooggeenn 
( O ) 
3 
2 
TTiiddaakk aaddaa KKPP KKeesseettiimmbbaannggaann hhoommooggeenn
MACAM KESETIMBANGAN KKIIMMIIAA 
((aa)) KKeesseettiimmbbaannggaann ffiissiikkaa :: mmeelliibbaattkkaann 11 zzaatt ddaallaamm 22 
ffaassee yyaanngg bbeerrbbeeddaa 
HH22OO((ll))  HH22OO((gg)) 
((bb)) KKeesseettiimmbbaannggaann kkiimmiiaa :: mmeelliibbaattkkaann zzaatt yyaanngg 
bbeerrbbeeddaa sseebbaaggaaii rreeaakkttaann 
ddaann pprroodduukk 
CCoonnttoohh:: 
CCoonnttoohh:: 
NN22OO44((gg)) ((ttaakk bbeerrwwaarrnnaa))  22NNOO22((gg)) ((ccookkeellaatt ggeellaapp))
MACAM KESETIMBANGAN KKIIMMIIAA 
1. Kesetimbangan dalam sistem homogen 
a. Kesetimbangan dalam sistem gas-gas 
Contoh: 2SO(g) + O(g)  
2SO(g) 
223b. Kesetimbangan dalam sistem larutan-larutan 
Contoh: NHOH(aq) 4 
NH4+(aq) + OH- (aq) 
2. Kesetimbangan dalam sistem heterogen 
a. Kesetimbangan dalam sistem padat gas 
Contoh: CaCO(s) 3 
CaO(s) + CO(g) 
2b. Kesetimbangan sistem padat larutan 
Contoh: BaSO(s) Ba+(aq) + SO4- (aq) 
42 
2 
 
c. Kesetimbangan dalam sistem larutan padat gas 
Contoh: Ca(HCO3)2(aq) CaCO3(s) + H2O(l) + CO2(g) 

FLASH KESETIMBANGAN KKIIMMIIAA
VIDEO FAKTOR YYAANNGG MMEEMMPPEENNGGAARRUUHHII 
KKEESSEETTIIMMBBAANNGGAANN KKIIMMIIAA
Pendugaan Arah Reaksi 
• Pada setiap saat selama berlangsungnya reaksi dapat 
dirumuskan nisbah konsentrasi-konsentrasi yang 
bentuknya sama dengan rumus tetapan 
kesetimbangan. 
• Nisbah ini disebut kuosien reaksi 
c d 
A B 
Q = C D 
[ ] [ ] ... 
a b 
[ ] [ ] ... 
Apabila nilai yang disubstitusikan ke dalam kuosien 
reaksi Q merupakan konsentrasi-konsentrasi dalam 
keadaan setimbang, maka Q akan sama dengan K.
AArraahh rreeaakkssii ddaappaatt ddiidduuggaa ddeennggaann mmeenngghhiittuunngg kkuuoossiieenn 
hhaassiill rreeaakkssii ((QQ)).. 
RRuummuuss QQ == KK,, tteettaappii nniillaaiinnyyaa 
bbeelluumm tteennttuu ssaammaa:: 
QQ == KK  rreeaakkssii ddaallaamm 
kkeeaaddaaaann sseettiimmbbaanngg 
QQ << KK  pprroodduukk << 
rreeaakkttaann;; rreeaakkssii bbeerrggeesseerr kkee 
kkaannaann ((kkee aarraahh pprroodduukk)) 
QQ >> KK  pprroodduukk >> rreeaakkttaann;; 
rreeaakkssii bbeerrggeesseerr kkee kkiirrii 
((kkee aarraahh rreeaakkttaann)) 
Kesetimbangan 
ΔG = 0 
Reaktan 
murni 
Produk 
murni 
Q < K 
ΔG < 0 
Q > K 
ΔG > 0 
G 
Pendugaan Arah Reaksi
Contoh Quotion Reaksi 
Pada awal reaksi 
Kita tentukan Kc = 54 pada 425,4oC 
Jika kita mempunyai campuran sbg berikut, perkirakan 
arah dari reaksi
Contoh Quotion Reaksi 
Karena Q < Kc, maka sistem tidak dalam 
kesetimbangan dan reaksi akan berlangsung ke 
arah kanan
VIDEO PPEERRCCOOBBAAAANN KKEESSEETTIIMMBBAANNGGAANN KKIIMMIIAA 
SSEECCAARRAA SSEEDDEERRHHAANNAA
Kesetimbangan kimia

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Kesetimbangan kimia

  • 2. Kesetimbangan Dalam Kehidupan Sehari-hari • Banyak peristiwa dalam kehidupan sehari-hari yang merupakan proses kesetimbangan. Contohnya : Perubahan wujud cair Reaksi kesetimbangan dalam tubuh Reaksi kesetimbangan dalam mulut
  • 4. PENGERTIAN KESETIMBANGAN KKIIMMIIAA Keadaan kesetimbangan : • kecepatan reaksi ke kanan = kecepatan reaksi kekiri  reversibel • Jumlah molekul/ion yang terurai = jumlah molekul/ion yang terbentuk dalam satu satuan waktu • Kesetimbangan yang dinamis  in constant motion Uap mengembun dengan laju yang sama dengan air menguap Pelarutan padatan, sampai pada titik laju padatan yang terlarut sama dengan padatan yang mengendap saat konsentrasi larutan jenuh (tidak ada perubahan konsentrasi)
  • 5. TETAPAN KKEESSEETTIIMMBBAANNGGAANN Hukum Guldberg dan Wange: Dalam keadaan kesetimbangan pada suhu tetap, maka hasil kali konsentrasi zat-zat hasil reaksi dibagi dengan hasil kali konsentrasi pereaksi yang sisa dimana masing-masing konsentrasi itu dipangkatkan dengan koefisien reaksinya adalah tetap.
  • 6. TTEETTAAPPAANN KKEESSEETTIIMMBBAANNGGAANN Hukum Empiris Aksi Massa (Guldberg & Waage) aA + bB cC + dD Tetapan kesetimbangan empiris (KC) Kc = [C]c [D]d [A]a [B]b Reaksi dalam larutan
  • 7. TTEETTAAPPAANN KKEESSEETTIIMMBBAANNGGAANN Adding equations for reactions SS((ss)) ++ OO22((gg)) SSOO22((gg)) KK11 == [[SSOO22]] // [[OO22]] SSOO22((gg)) ++ 11//22 OO22((gg)) SSOO33((gg)) KK22 == [[SSOO33]] // [[SSOO22]][[OO22]]1/2 NNEETT EEQQUUAATTIIOONN SS((ss)) ++ 33//22 OO22((gg)) SSOO33((gg)) Knet = [SO3] [O2]3/2 = K1 • K2
  • 8. TTEETTAAPPAANN KKEESSEETTIIMMBBAANNGGAANN CChhaannggiinngg ccooeeffffiicciieennttss SS((ss)) ++ 33//22 OO22((gg)) SSOO33((gg)) 22 SS((ss)) ++ 33 OO22((gg)) 22 SSOO33((gg)) [O 2 ]3 K n e w = [S O3 ]2 [2 2 Knew [SO3]2 Knew = = SO3]= = ((Kold)2 [[O2]Kold)O2]3 3 K = [S O 3 ] [O 2 ] 3 / 2 K n e w = [S O3 ]2 [O 2 ]3
  • 9. CChhaannggiinngg ddiirreeccttiioonn SS((ss)) ++ OO22((gg)) SSOO22((gg)) SSOO22((gg)) SS((ss)) ++ OO22((gg)) K = [S O2 ] K = [S O2 ] [O 2 ] [O 2 ] K n e w = [O 2 ] [S O 2 ] = Knew = [O2 ] Knew = [O2 ] 1 K o ld K n e w = [O 2 ] [S O 2 ] = 1 K o ld [SO2 ] [SO2 ] TTEETTAAPPAANN KKEESSEETTIIMMBBAANNGGAANN
  • 10. TETAPAN KKEESSEETTIIMMBBAANNGGAANN Tetapan Kesetimbangan Tekanan Parsial Untuk kesetimbangan yangmelibatkan gas, tekanan parsial dapat digunakan untuk menggantikan konsentrasi Kp = [pC]c [pD]d [pA]a [pB]b p = Tekanan parsial
  • 11. TTEETTAAPPAANN KKEESSEETTIIMMBBAANNGGAANN UUnnttuukk rreeaakkssii ffaassee ggaass:: aa AA((gg)) ++ bb BB((gg))  cc CC((gg)) ++ dd DD((gg)) [C] c [D] d = ddaann [A] [B] a b C K MMeennuurruutt hhuukkuumm ggaass iiddeeaall:: ( C) ( D) = K p p P p p ppVV == nnRRTT pp == ((nn//VV))RRTT == [[RRTT ]] c d ( A) ( B) a b Þ KKaarreennaa iittuu,, [C] [D] [C] (RT) [D] (RT) ( C) ( D) K = p p = = (RT) + - + (c d ) (a b) c d a b c c d d a a b b c d P p p a b [A] [B] [A] (RT) [B] (RT) ( A) ( B) ng P C K K D = (RT) Dnngg == S kkooeeff ggaass pprroodduukk –– S kkooeeff ggaass rreeaakkttaann HHuubbuunnggaann KKPP ddeennggaann KKCC
  • 12. CCOONNTTOOHH ((11)) 44 NNHH33((gg)) ++ 77 OO22((gg))  44 NNOO22((gg)) ++ 66 HH22OO((gg)) [NO ] [H O] K = C 7 7 [NH ] [O ] 2 4 4 2 3 6 2 NO ) ( H O) K p p P = ((22)) CCHH33OOHH((ll)) ++ CCHH33CCOOOOHH((ll))  CCHH33CCOOOOCCHH33((ll)) ++ HH22OO((ll)) [CH COOCH ][H O] = 3 3 2 C K [CO ] = 2 C K ( 2 ) K pCO P = ((33)) CCaaCCOO33((ss))  CCaaOO((ss)) ++ CCOO22((gg)) ((44)) BBaaCCll22((aaqq)) ++ NNaa22SSOO44((aaqq))  BBaaSSOO44((ss)) ++ NNaaCCll((aaqq)) 2 4 3 6 2 4 2 ( NH ) ( O ) ( p p [CH OH][CH COOH] 3 3 [NaCl] 2 2 4 [BaCl ][Na SO ] = C K TTiiddaakk aaddaa KKPP uunnttuukk rreeaakkssii ((22)) ddaann ((44)),, kkaarreennaa ttiiddaakk aaddaa zzaatt yyaanngg bbeerrffaassee ggaass..
  • 13. AArrttii NNiillaaii TTeettaappaann KKeesseettiimmbbaannggaann Nilai numeris Kc atau Kp yang sangat besar menandakan bahwa reaksi berjalan ke kanan sebagaimana dituliskan, berlangsung sempurna atau mendekati sempurna Nilai numeris Kc atau Kp yang sangat kecil menyatakan bahwa reaksi ke kanan sebagaimana dituliskan tidak berlangsung besar-besaran
  • 14. KK >> 11  rreeaakkssii lleebbiihh bbaannyyaakk kkee aarraahh pprroodduukk ((kkeesseettiimmbbaannggaann bbeerraaddaa ddii kkaannaann)).. 22 HH22((gg)) ++ OO22((gg))  22 HH22OO((gg)) KKCC == 99,,11 ´ 11008800 KK << 11  rreeaakkssii lleebbiihh bbaannyyaakk kkee aarraahh rreeaakkttaann ((kkeesseettiimmbbaannggaann tteerrlleettaakk ddii kkiirrii)).. NN22OO44((gg))  22 NNOO22((gg)) KKCC == 44,,6633 ´ 1100--33 CCoonnttoohh :: CCoonnttoohh ::
  • 15. CCOONNTTOOHH SSOOAALL TTuulliisskkaann rruummuuss KKcc ddaann KKPP uunnttuukk rreeaakkssii--rreeaakkssii bbeerriikkuutt:: ((aa)) 22 ZZnnSS((ss)) ++ 33 OO22((gg))  22 ZZnnOO((ss)) ++ 22 SSOO22((gg)) ((bb)) 22 HHCCrrOO44 JJaawwaabb:: -- ((aaqq))  CCrr22OO77 22-- ((aaqq)) ++ HH22OO((ll )) AAppaakkaahh rreeaakkssii--rreeaakkssii ddii aattaass tteerrmmaassuukk kkeesseettiimmbbaannggaann hhoommooggeenn aattaauu hheetteerrooggeenn?? ((aa)) ((bb)) [SO ] = C K 2 2 [O ] 3 2 2- Cr O ] K = [2 7 C - 2 4 [HCrO ] ( SO ) p 2 2 K p P = KKeesseettiimmbbaannggaann hheetteerrooggeenn ( O ) 3 2 TTiiddaakk aaddaa KKPP KKeesseettiimmbbaannggaann hhoommooggeenn
  • 16. MACAM KESETIMBANGAN KKIIMMIIAA ((aa)) KKeesseettiimmbbaannggaann ffiissiikkaa :: mmeelliibbaattkkaann 11 zzaatt ddaallaamm 22 ffaassee yyaanngg bbeerrbbeeddaa HH22OO((ll))  HH22OO((gg)) ((bb)) KKeesseettiimmbbaannggaann kkiimmiiaa :: mmeelliibbaattkkaann zzaatt yyaanngg bbeerrbbeeddaa sseebbaaggaaii rreeaakkttaann ddaann pprroodduukk CCoonnttoohh:: CCoonnttoohh:: NN22OO44((gg)) ((ttaakk bbeerrwwaarrnnaa))  22NNOO22((gg)) ((ccookkeellaatt ggeellaapp))
  • 17. MACAM KESETIMBANGAN KKIIMMIIAA 1. Kesetimbangan dalam sistem homogen a. Kesetimbangan dalam sistem gas-gas Contoh: 2SO(g) + O(g)  2SO(g) 223b. Kesetimbangan dalam sistem larutan-larutan Contoh: NHOH(aq) 4 NH4+(aq) + OH- (aq) 2. Kesetimbangan dalam sistem heterogen a. Kesetimbangan dalam sistem padat gas Contoh: CaCO(s) 3 CaO(s) + CO(g) 2b. Kesetimbangan sistem padat larutan Contoh: BaSO(s) Ba+(aq) + SO4- (aq) 42 2  c. Kesetimbangan dalam sistem larutan padat gas Contoh: Ca(HCO3)2(aq) CaCO3(s) + H2O(l) + CO2(g) 
  • 19. VIDEO FAKTOR YYAANNGG MMEEMMPPEENNGGAARRUUHHII KKEESSEETTIIMMBBAANNGGAANN KKIIMMIIAA
  • 20. Pendugaan Arah Reaksi • Pada setiap saat selama berlangsungnya reaksi dapat dirumuskan nisbah konsentrasi-konsentrasi yang bentuknya sama dengan rumus tetapan kesetimbangan. • Nisbah ini disebut kuosien reaksi c d A B Q = C D [ ] [ ] ... a b [ ] [ ] ... Apabila nilai yang disubstitusikan ke dalam kuosien reaksi Q merupakan konsentrasi-konsentrasi dalam keadaan setimbang, maka Q akan sama dengan K.
  • 21. AArraahh rreeaakkssii ddaappaatt ddiidduuggaa ddeennggaann mmeenngghhiittuunngg kkuuoossiieenn hhaassiill rreeaakkssii ((QQ)).. RRuummuuss QQ == KK,, tteettaappii nniillaaiinnyyaa bbeelluumm tteennttuu ssaammaa:: QQ == KK  rreeaakkssii ddaallaamm kkeeaaddaaaann sseettiimmbbaanngg QQ << KK  pprroodduukk << rreeaakkttaann;; rreeaakkssii bbeerrggeesseerr kkee kkaannaann ((kkee aarraahh pprroodduukk)) QQ >> KK  pprroodduukk >> rreeaakkttaann;; rreeaakkssii bbeerrggeesseerr kkee kkiirrii ((kkee aarraahh rreeaakkttaann)) Kesetimbangan ΔG = 0 Reaktan murni Produk murni Q < K ΔG < 0 Q > K ΔG > 0 G Pendugaan Arah Reaksi
  • 22. Contoh Quotion Reaksi Pada awal reaksi Kita tentukan Kc = 54 pada 425,4oC Jika kita mempunyai campuran sbg berikut, perkirakan arah dari reaksi
  • 23. Contoh Quotion Reaksi Karena Q < Kc, maka sistem tidak dalam kesetimbangan dan reaksi akan berlangsung ke arah kanan
  • 24. VIDEO PPEERRCCOOBBAAAANN KKEESSEETTIIMMBBAANNGGAANN KKIIMMIIAA SSEECCAARRAA SSEEDDEERRHHAANNAA