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This is short quiz. Answers are given in empty space. This solved quiz of chemistry includes: Weakest Conjugate Base, Neutral Solution, Equilibrium Constant Expression, Endothermic Reaction, Change in Concentration, Volume of Reaction Chamber, Sulfur Dioxide, Initial Pressure
Typology: Exercises
1 / 5
H 2 S [Pb(H 2 O) 6 ]2+^ HNO 2 H 2 PO 4 1-
HSO 4 1-^ HClO [Al(H 2 O) 6 ]3+^ H 2 PO 4 1-
BASIC Na 2 S ACIDIC NaH 2 PO 4
BASIC NaF NEUTRAL K 2 SO 4
ACIDIC AlCl 3 BASIC LiC 6 H 5 CO 2
HCl HBr HI
H 2 O H 2 Se H 2 S
HMnO 4 HMnO 3 HMnO 2
a. CH 4 (g) + 2 H 2 O (g) ↔ 4 H 2 (g) + CO 2 (g) (write an expression for K p)
b. C (s) + 2 H 2 (g) ↔ CH 4 (g) (write an expression for K c)
2 CH HO
CO
4 H p 4 2
2 2 P P
2 2
4 c [H ]
(g)
(g) K =
This equilibrium constant describes a system that is heavily product-favored A. exothermic
The equilibrium constant for an reaction will increase as you raise the temperature. B. concentration
Removing some of the reactants of a reaction at equilibrium will cause it to shift in this direction
__ C __ This equilibrium constant describes a system that is strongly reverse-reaction favored D. reactant
A change in will not change the size of equilibrium constant of a reaction. E. temperature
A reaction proceeds in this direction when its current value of Q is less than its Keq F. endothermic
The equilibrium constant for an reaction will increase as you lower the temperature. G. reverse
__ D ___ When the reaction quotient is greater than the equilibrium constant a system is -favored
I. forward
J. product
2 SO 2 (s) + O 2 (g) ↔ 2SO 3 (g) Δ H rxn = -198 kJ /mol
left increase the temperature
right add more oxygen
right remove some of the SO 3 by condensing it
right increase the volume of the reaction chamber
no effect add more sulfur dioxide
a
a b
6
b b
−
pK
pK pK
log
pK log K
2 SO 2 (g) + O 2 (g) ↔ 2 SO 3 (g)
HA + H 2 O → A-^ + H 3 O + [ ] 0 0.133 0 0 Δ [ ] - x^ + x^ + x [ ]eq 0.133 2.23×10 -4^ 2.23×10 -
log 6427
a a
7 4 2 3 a
pK K.
p p. M
−
− + −
( ) where Δ 1
gas
Δ P c gas
⋅ ⋅
K K RT n n
2 NO( g ) + Br 2 ( g ) ↔ 2 NOBr( g )
P 0 0.824 0.658 0 Δ P - 2x^ + x^ + 2x Peq 0.824 – 2x 0.658 - x 2x P (^) eq 0.318 atm 0.405 atm 0.506 atm
2x = 0.506 ֜ x = 0.
The equilibrium constant is found:
ܭ ܲൌ ே
ܲଶ
ேை
మ
67.96g
1 mol 3 8.82gLiHCO
3 LiCO
− (^) + ←⎯→ + 1 − 2 2 3
1 HCO 3 HO H CO OH [ ] 0 0.130 0 0 Δ [ ] - x + x + x [ ]eq 0.130 x x
[ ]
H 9.
OH [OH ] 4.
x 5.59 10 [OH ]
2.4 10 HCO 0.
HCO [OH ]
1
5 1
8 2 1 3
1 2 3 b
=
=− =
= × =
= = = ×
−
− −
− −
−
p
p log
x K
COCl 2 ( g ) ↔ CO( g) + Cl 2 ( g )
If the reaction mixture initially contains a COCl 2 concentration of 0.400 M , a CO concentration of 0.500 M , and a Cl 2 concentration of 0.600 M , what will be the equilibrium concentration of each species?
COCl 2 ( g ) ↔ CO( g) + Cl 2 ( g ) [ ] 0 0.400 0.500 0. Δ [ ] - x + x + x [ ]eq 0.400- x 0.500+ x 0.600+ x [ ]eq 0.438 M 0.462 M 0.562 M
x = -0.0381, -1.654 (reject -1.654)
[OH - ] = [ KOH] = 4.8×10-4^ M
p OH = -log[OH-^ ] = 3.
ܪሾܱଷ ା^ ሿ ൈ ሾܪܱି ሿ ൌ ܭ௪
ܪሾܱଷ ା^ ሿ ൌ
p H = -log[H 3 O+] = 10. (or 14 – p OH = 14 – 3.32 = 10.68)