Week 1- 5 Q’s With Answers

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Dec 6, 2023

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Question 1 _T"\C(VY\OC"\CM. (’\(S{' LOU~), OUpMd H An electric heater is used to supply 2.50 kJ to a 25.0 g sample of H,O originally at 22.0 OC. Calculate the final temperature of the water sample. The specific heat capacity of water is 4.184 J°C~1g-1. 22.0°C N222°C = () 45.9 °C )217.0 °C 1261.0°C W Hide question 1 feedback q=2500J=mC AT m=250¢g C, = 4.184 J/(g °C) Tinitial = 22°C Question 2 0/ 1 point For the reaction 2 NO,(g) = 2 NO(g) + O,(g) AH° = 114.2 kJmol~1 at 298 K. At 1 atm pressure, this reaction will ) not be spontaneous at high temperatures. ' be spontaneous at all temperatures. »() be spontaneous at high temperatures. 'not be spontaneous at any temperature. ' be driven by the enthalpy. \E\ Hide question 2 feedback Change in enthalpy is positive. Change in entropy is positive (i.e., producing more moles of gas) AG = AH -TAS Since the system is entropy driven, the reaction will be spontaneous at a high temperature (i.e., AG < 0) when T is large enough for TAS to become larger than AH. The second term will then be more negative than the first term is positive.
Question 3 0/ 1 point Which of the following has a standard enthalpy of formation equal to zero? - Cle) ) 12(8) ) Na(l) = () Hel) ) S(g) \E\ Hide question 3 feedback Standard enthalpies of formation which equal zero are for elements in their standard state and H*(aq) Question 4 0/ 1 point If the standard enthalpy of combustion of ethanol, CoH5OH(l), is -1368 kJ mol~1, calculate the heat output if 1.00 kg of ethanol is burned. 163.0 x 103 kJ 1.37x10%kJ = ()29.7x10%kJ 337K 1133.7x10%kJ \E\ Hide question 4 feedback 1.00 kg = 21.7 moles g=nxAH g=21.7 mol x 1368 kJ/mol
Question 5 0/ 1 point If the standard enthalpy of combustion of graphite is -394 kJ mol~1, calculate the mass of graphite needed to supply 5.50x102 kJ of heat. »( )168¢g ) 182 ¢ 0716 g 18.60 g Y3288 ‘EJ Hide question 5 feedback mass = 550 kJ/394 kJ/mol x 12.01 g/mol Question 6 0/ 1 point Using the following data, calculate the standard enthalpy of combustion of hydrazine, NoH4(l), given HoO(l) Hop(g) + 0.5 O5(g) AHP = +285.83 kJ No(g) + 2 Hplg) = NoH4(l) AHP= +50.63 kJ ' -521.03 kJ mol 1 @ () -622.29 kJ mol~1 ' -336.46 kJ mol ™1 ' -50.63 kJ mol 1 1 -235.20 kJ mol 1 \E\ Hide question 6 feedback Use Hess' Law: Flip the first equation & multiply by 2. Flip the second equation and add it to the above equation.
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Question 7 0/ 1 point Calculate the enthalpy change for the combustion of 10.0 g of Mg(s) given the standard enthalpy of formation of MgO(s), - 601.70 kJ mol-1 ' -601.7 kJ ' -123.8 kJ ' -60.17 kJ ' -495.0 kJ = () -247.5k) ¥ Hide question 7 feedback The std. enthalpy of formation of MgO is the same as the enthalpy change for combustion of Mg(s). Determine the number of moles of Mg and multiply by 601.70 kJ/mol Question 8 0/ 1 point Calculate the work needed to make room for products in the combustion of 1 mole of CHyl(g) to carbon dioxide and water vapor at STP (1.000 L atm = 101.3 J). ' -2.26 kJ = () no work is needed ) =6.79 kJ ' -11.3 kJ -4.52 kJ \E\ Hide question 8 feedback Reaction is: CHy(g) + 2 O5(g) = CO5(g) + 2 H,O(g) An=3-3=0 w=-PAV=AnRT =0
Question 9 0/ 1 point Calculate AU for a system that does 150 kJ of work on the surroundings when 300 kJ of heat are released by the system. ) +450 kJ )0 kJ + 150kJ = () -450kJ ' -150 kJ \:’ Hide question 9 feedback AU =q+w When a system does work ON the surroundings, the sign of w is negative (i.e., an expansion). The system must use some of its energy to do work. When heat is released, the system is exothermic. The system releases some of its energy to the surroundings in the form of heat. Question 10 0/ 1 point In a certain exothermic reaction at constant pressure, AH = -150 kJ and 100 kJ of work was required to make room for products. What is AU? » () -250kJ =50 kJ -+ 50kJ 0kJ ' +250 kJ \i’ Hide question 10 feedback AU=q+w At constant pressure, q = AH = -150 kJ Work required to make room for products refers to an expansion process (i.e., w is negative). The system must use some of its energy to push back the surroundings.
Question 11 0/ 1 point For a certain reaction at constant pressure, AU = -100 kJ and 50 kJ of expansion work is done by the system. What is AH for this process? » () -50kJ +50 kJ % (o) +150 kJ -100 kJ -150 kJ \E! Hide question 11 feedback AH = AU + A(PV) At constant pressure, AH = AU + P AV = AU - w = (-100) - (-50) = -50 Expansion work done by the system indicates a negative value. Question 12 0/ 1 point When 1 mole of gray tin changes to white tin at 13.0°C, the change in entropy is +7.5 J K=1 mol~1. This means that ) gray tin has an entropy of - 7.5 JK 1 mol-1. white tin is more ordered than gray tin. = () white tin has a higher molar entropy than gray tin. . the change from gray to white tin is predicted to be nonspontaneous on the basis ~ of the entropy change. ) gray tin has a higher molar entropy than white tin. \E] Hide question 12 feedback AS = "products minus reactants" Since the overall change is positive, the molar entropy of the product must be greater than the molar entropy of the reactant.
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Question 13 0/ 1 point For the vaporization of water at 100 °C, ) ASsurroundings 1S greater than ASq ctem ) ASsurroundings IS Positive ) (ASsurroundings * ASsystem) is less than zero w( ) ASsurroundings = _Assystem ) ASsurroundings 1S 1€ss than ASgyctem ‘EW Hide question 13 feedback For vapourization at a substances normal boiling temperature, means system is at equilibrium and process is proceeding reversibly. At equilibrium, AS iverse = O Question 14 0/ 1 point If the enthalpy of fusion of water at its normal melting point is 6.00 kJ mol~1, calculate AS° for melting 1 mole of water at this temperature. ) -22.0 J K 1mol-1 ) -6.00x10%J K Imol? ) +6.00 x 103 J K~1mol-1 1 -20.1 J K 1mol~1 = 220JK 1 moll E\ Hide question 14 feedback fusion = melting normal melting point of H,O = 273K At the melting point, the system is at equilibrium (reversible process). ASap = dreversible/ T = AHyap/T Question 15 0/ 1 point The reaction of 50 mL of hydrochloric acid with 50 mL of sodium hydroxide resulted in a 1.15 °C increase in temperature in a calorimeter with a heat capacity of 4.81 kJ oc-1, What is the heat output of this neutralization reaction? » () 5.53 kJ )1.32kJ 1 0.553 kJ ,4.18 kJ 0.418 kJ i\ Hide question 15 feedback q=CxAT C=4.81kJ/°C AT =1.15°C
'The,(modjmmics| En{'ho.lpa ( En-l-*roPa Question 1 0/ 1 point In a certain reaction at constant pressure, AH = +225 kJ and 35 kJ of work was required to make room for products. What is AU? =260 kJ =190 kJ v +260 kJ ) OklJ = () +190 kJ Question 2 0/ 1 point A calorimeter containing 200 mL of water was calibrated by carrying out a reaction which released 15.6 kJ of heat. If the temperature of the calorimeter rose 3.25 °C, what is the heat capacity of this calorimeter? = () 4.80k°C! )2.58 kJ°c1 1837kj°ct 0960 kJoct 240k °c? Question 3 0/ 1 point A compound has an enthalpy of sublimation of 86.0 kJ mol~1 and an enthalpy of melting of 7.2 kJ mol~1. Calculate the enthalpy of vaporization of this compound. = () +78.8 kJmol~1 ' -93.2 k) mol~1 ' +93.2 kJ mol~1
When 5.00 g of methane, CHy(g), are burned in a bomb calorimeter with a heat capacity of 66.0 kJ K1, the temperature of the calorimeter assembly rises by 4.21 K. What is the standard enthalpy of combustion of methane? Assume AU°.ombustion = AH° combustion- ' -1389 kJ mol~1 ' -278 kJ mol~? -86.8 kJ mol ™1 -1254 kJ mol~1 = () -889 kJmol™? Question 5 0/ 1 point The standard enthalpy of combustion of carbon is -394 kJ mol~1 at 25 °C. Which thermochemical equation gives this value? ) Cls) = Clg) = () Cls) + Oy(g) = CO,(g) ) Cls) + 2 O(g) CO,(g) ) Clg) + Oy(g) = CO5(g) - C(s) + 1/2 O,(g) CO(g) Question 6 0/ 1 point Calculate the reaction enthalpy for PC|3(|) + Clz(g) = PCls(S) from the following data: 2 P(s) + 3Cly(g) > 2 PCls(l) AHC =-639 k) moll 2 P(s) + 5 Cly(g) = 2 PCls(s) AHP =-887 kJ mol1 ' -1526 kJ moll =320 kJ mol? ' -248 kJ mol! = () -124 kJ mol?
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Consider the reaction 2MnO(s) + Oy(g) @ 2 MnOy(g) AH®=-269.6kJ mol-1 If the standard enthalpy of formation of MnOy(s) is -520.0 kJ mol 1, calculate the standard enthalpy of formation of MnQO(s). = () -385.2 kJ mol'l ) -654.8 kJ mol1 ' -1309.6 kJ mol1 ) =770.4 kJ mol1 ' -250.4 kJ mol1 Question 8 0/ 1 point When SnOy(s) is formed from the combustion of gray tin, the reaction enthalpy is -578.6 kJ mol~1, and when white tin is burned to form SnO,(s), the reaction enthalpy is -580.7 kJ mol~1. Calculate the reaction enthalpy for Sn(gray) Sn(white) ) +1159.3 k) mol~1 ' -1159.3 kJ mol~1 -2.1kJmol™! o () +2.1kJ mol™1 Question 9 0/ 1 point List the following in order of decreasing molar entropy at 298 K. HClI(g), Cly(g), HCl(aq), Cl(g) ) Cl(g) > Cla(g) > HCl(g) > HCl(aq) ) HCl(g) > HCl(aq) > Cla(g) > Cl(g) = () Cl2(g) > HCI(g) > Ci(g) > HCl(aq) ) Cla(g) > Cl(g) > HCI(g) > HCl(aq) N HCl(aq) > Cl(g) > HCl(g@laClale) Question 10 0/ 1 poir Which of the following reactions has the largest positive molar entropy change? () H20(s) = H20(g) ) CHylg) + 2 O5(g) COx(g) + 2 Hy0(g) ) PCls(g) PCl3(g) + Cla(g) ) Na(g) + 3 Ha(g) = 2 NHg(e) = () KClIO4(s) + 4 C(s) = KCl(s) + 4 CO(g)
Gilbees GDO/CO‘O Question 1 0/ 1 point Determine AG°for the following reaction: CHylg) + 2 Og(g) = COx(g) + 2 HyO() Substance A_Gfi(kJ/moI)_ CHyl(g) -50.72 O,(8) 0 CO5(g) -394.4 H,O()) -237.4 -581.1 kJ = () -818.5kJ ) 131.1 kJ ' -919.9 kJ - -682.5 kJ Question 2 0/ 1 point Consider the following reaction: 3 C(s) + 3 Hylg) = C3Hylg); AHP =20.41kJ moll; A8 =-131.6 J K1 mol'lat 298 K What is the equilibrium constant at 298 K for this reaction? )2.8x10%10 )2.6x 1074 ) 1.0 =»()3.5x10711 1.3x 1077
Question 3 0/ 1 point What is AG® at 500.0 K for the following reaction? Sr(s) + HoO(g) SrO(s) + Ho(g) Substance AsHP (kJ/mol) at 298 K (J/(mol K)) at 298 K Sr(s) 0 523 H,O(g) -241.8 188.7 SrO(s) -634.9 54.4 Ho(g) 0 130.6 1 365.1 kJ mol'® @ () -365.1kJ moll ' -421.1 kJ mol1 ' -376.4 kJ mol 1 ) 376.4 k) mol'? ¥ Hide question 3 feedback Since we're asked to evaluate AG® at a temperature other than 298 K, we must find AHRyn @ 298 K and AS°g,, @ 298 Kand then use AG® = AH® - TAS® to correct for T = 500.0 K. AH Ry = -634.9 + 0 - 0 - (-241.8) = -393.1 kJ/mol AS°pyn= 54.4 +130.6 - 52.3 - 188.7 = -56.0 J-mol 1.K"1 Watch your units! AH?® is in kJ/mol while AS® is in J-mol 1.K-1 We must change the units of one to align with the other to use AG®° = AH® - TAS®. So, to solve for AG® in kJ/mol: AG® = AH® - TAS® AG® = -393.1 kJ/mol - (500.0K)(-0.0560 kJ-mol 1.1 ) AG® = -393.1 kJ/mol + 28.0 kJ/mol AG° = -365.1 kJ/mol
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Question 4 0/ 1 point For the reaction CaCOg3(s) = CaO(s) + O,(g) at 1 atm pressure, the values of AH and AS are both positive, and the process is spontaneous at high temperatures. Which of the following statements about this reaction is true? = () The change in entropy is the driving force for the reaction. ) The reverse reaction is endothermic. . The process is exothermic at high temperatures and endothermic at room temperature. ) AG at room temperature is negative. ) The reverse reaction is nonspontaneous at room temperature.
Which of the following statements is true concerning the reaction below? CHy(g) + No(g) = HCN(g) + NH3(g); AH° =164.1kJmoll; AG°=159.1kJ mol'lat 298 K ) It is nonspontaneous at all temperatures. ) It is spontaneous at all temperatures. ) Itis spontaneous at relatively low temperatures only. »() It is spontaneous at relatively high temperatures only. ) Itis at equilibrium at 298 K. ¥ Hide question 5 feedback Given: CHy(g) + No(g) = HCN(g) + NH3(g); AH° = 164.1 kJ mol?! AG® = 159.1 kJ mol'! at 298 K Want: True statement Concept(s): AG°® = AH® - TAS® Reactions support the formation of products when the AG® value is negative. Reactions are "enthalpy driven" when the sign of AH is negative, as no external heat is required for the reaction to proceed in the forward direction. Reactions are "entropy driven" when the sign of AS is positive, as that aligns with the 2nd law of thermodynamics, i.e., AS hiverse > O for a spontaneous process. If AH is negative and AS is positive, the rxn will favour the production of products at all temperatures, as both terms are supporting that rxn direction. If AH is positive and AS is negative, the forward reaction will not be supported at any temperature. If the two signs match, then one term is supporting the products and the other is not. Temperature is then the deciding factor to influence the outcome. Analysis: Determine the value for AS° based on the information provided and then identify which statement is true.
Consider the following reaction, which is spontaneous at room temperature. C3Hgl(g) + 5 O5(g) = 3 CO5(g) + 4 HyO(g) One would predict that ) AH s negative and AS is negative for the reaction. = () AHis negative and AS is positive for the reaction. ) AGiis positive at all temperatures. ) AH s positive and AS is positive for the reaction. ) AH s positive and AS is negative for the reaction. Question 7 0/ 1 point For the reaction CO(g) + 2 Hy(g) = CH30H(g) AG% ok = -13.457 kJ mol'l. What is K for this reaction at 700. K? 11.00 11.54
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Question 8 Consider this reaction. H20(g) + 0.5 02(g) —> H202(g) AMH° = +105.5 kJ mol 1 What can you determine about the reaction's spontaneity? ) Spontaneous at all temperatures. Spontaneous at low enough temperatures. ) Spontaneous at high enough temperatures. = () Not spontaneous at any temperature. Question 9 Consider this reaction. CgHglg) + 7.5 O5(g) = 6 CO4(g) + 3 H,O(g) AH° = -3135 kJ mol ! What can you determine about the reaction's spontaneity? = () Spontaneous at all temperatures. ) Spontaneous at low enough temperatures. ) Spontaneous at high enough temperatures. Not spontaneous at any temperature.
Question 10 Consider this reaction. NO(g) + 0.5 Cl,(g) NOCI(g) AH° = -38.54 kJ mol1 What can you determine about the reaction's spontaneity? . Spontaneous at all temperatures. = () Spontaneous at low enough temperatures. ) Spontaneous at high enough temperatures. ) Not spontaneous at any temperature. Question 11 Consider this reaction. 2 NH3(g) = N(g) + 3 Ha(g) AHC = +92.22 kJ mol? What can you determine about the reaction's spontaneity? ) Spontaneous at all temperatures. » Spontaneous at low enough temperatures. = () Spontaneous at high enough temperatures. ) Not spontaneous at all temperatures.
Question 12 0/ 1 point Consider this reaction. CoHa(g) + 2 Hy(g) CoHg(g) The standard Gibbs energy of formation for acetylene is +209.2 kJ/mol while that for ethane is -32.83 kJ/mol. What is the standard Gibbs energy of this reaction? ' +242.0 kJ/mol = () -242.0 kJ/mol ' +176.4 kJ/mol -176.4 kJ/mol Question 13 0/ 1 point Consider this reaction. 2 SO3(g) = 2 SO,(g) + O5(g) The standard Gibbs energy of formation for sulfur trioxide is -371.1 kJ/mol while that for sulfur dioxide is -300.2 kJ/mol. What is the standard Gibbs energy of this reaction? -141.8 kJ/mol ' +671.3 kJ/mol -671.3 kJ/mol = () +141.8 kJ/mol Question 14 0/ 1 point Consider this reaction. Fe304(s) + 4 Hy(g) 3 Fe(s) + 4 H,O(g) The standard Gibbs energy of formation for iron(ll,11l) oxide is -1015 kJ/mol while that for gas phase water is -228.6 kJ/mol. What is the standard Gibbs energy of this reaction? = () +100.6 kJ/mol
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Question 15 0/ 1 point Consider this reaction. 2 Al(s) + 6 H*(aq) 2 AlI%*(aq) + 3 Hy(g) The standard Gibbs energy of formation for the aqueous aluminum ion is -485 kJ/mol. What is the standard Gibbs energy of this reaction? +485 kJ/mol = () -970 kJ/mol 485 kJ/mol ) +970 kJ/mol Question 16 0/ 1 point Note the following reactions. The standard Gibbs energy of reaction values are for 25 °C: SO,(g) + 3 CO(g) = COS(g) + 2 CO,(g) A,G° = -246.4 kJ/mol CS,(g) + H,O(g) COS(g) + H,S(g) AG° =-41.5 kJ/mol CO(g) + H,S(g) COS(g) + Ho(g) AG° =+1.4 kJ/mol CO(g) + H,O(g) CO5(g) + Ho(g) A,G° = -28.6 kJ/mol With these data, determine A,G° for the following reaction. COS(g) + 2 H,O(g) SO5(g) + CO(g) + 2 Ho(g) + 303.6 kJ/mol -189.2 kJ/mol ' -303.6 kJ/mol o +189.2 kJ/mol
What is the equilibrium constant at 298 K for this reaction? N2O(g) + 0.502(g) = 2 NO(g) The standard Gibbs energy of formation of N,O(g) is +104.2 kJ/mol while that for NO(g) is +86.55 kJ/mol. = ()8.38x1013 10.97 11.03 11.19 x 1012 11.24 x 108 18.06 x 1074 Question 18 0/ 1 point What is the value of the equilibrium constant for this reaction? 2N204(g) + O2(g) = 2N205(g) The standard Gibbs energy of formation for NoOy4(g) is +97.89 kJ/mol while that for N,Os(g) is +115.1 kJ/mol. ) 1.08 x10° 19.63x10°4 w( )9.27 x1077
Question 19 0/ 1 poin The standard Gibbs energy of reaction for the ionization of solvated ammonia is +29.05 kJ/mol at 298 K. NH;(aq) + HO(#) = NH;" (aq) + OH™ (aq) When the reaction participants have the following concentrations: [NH3] = 0.100 M; [NH4*] = 1.00 x 1073 M = [OH"], in which direction will the reaction spontaneously proceed or is it at equilibrium? Forward, to produce more hydroxide ion. = () Reverse, to decrease hydroxide ion concentration. Question 19 0/ 1 poin The standard Gibbs energy of reaction for the ionization of solvated ammonia is +29.05 kJ/mol at 298 K. NH;(aq) + H20(#) = NHy"(aq) + OH™ (aq) When the reaction participants have the following concentrations: [NH3] = 0.100 M; [NH,4*] = 1.00 x 1073 M = [OH], in which direction will the reaction spontaneously proceed or is it at equilibrium? ) Forward, to produce more hydroxide ion. = () Reverse, to decrease hydroxide ion concentration.
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2 SO5(g) + 0.5 O,(g) = 2 SO4(g) the equilibrium constant at 298 Kis 7.16 x 1024, What is the value of K at 77 °C? The standard enthalpy of formation at 298 K of sulfur dioxide is -296.8 kJ/mol while for sulfur trioxide it is -395.7 kJ/mol. Assume that the enthalpy values do not change with temperature. 11.01 x 1030 1 7.06 x 1076 = () 5.06 x 1017 )1.90 x 1022 W Hide question 20 feedback Given: Kgqat 298 K =7.16 x 1024 A¢H® (SO,, g) at 298 K = -296.8 kJ/mol A¢H° (SO3, g) at 298 K = -395.7 kJ/mol Want: Kgqat77°C=7? Concepts/Relationships: AG° = AH® - TAS® = -RT In K The van't Hoff equation is helpful in this case, as it uses the rearrangement of the above equations, through comparing two K's at two different temperatures, to eliminate the need for entropy, i.e., So, one first needs to solve for A;H°, based on the given A¢H° values and then plug in all the values into the van't Hoff equation and solve for Kqqat 77 °C
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Question 21 0/ 1 point Consider the reaction: N5O4(g) = 2NO5(g) where AH° = +57.2 kJ/mol and K =0.113 at 25 °C. Assuming that the standard enthalpy change is constant with temperature, at what temperature will the equilibrium constant equal 1? = ( )56°C ) 272 K )3°C ) 340K W Hide question 21 feedback Given: AH°at 25°C=57.2 kJ/mol Keq at 25°C = 0.113 Want: T when Kgq =1 Concepts/Relationships: AG° = AH® - TAS® = -RT In K The van't Hoff equation is helpful in this case, as it uses the rearrangement of the above equations, through comparing two K's at two different temperatures, to eliminate the need for entropy, i.e., In this case, all the values are provided to allow one to solve for the T that aligns with K4 =1.
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Metallic ores are often found as oxides. To extract the pure metal, a refining process of reacting with carbon to form carbon monoxide to remove the oxygen can work in some cases. Note the following standard Gibbs energy of formation values at 1000 K. NiO(s): A¢G®° = -115 kJ/mol MnO(s): A¢G° = -280 kJ/mol TiO5(s): A¢G® = -630 kJ/mol CO(g): AsG° = -250 kJ/mol Which of these three metals can be successfully refined at 1000 K by reaction with C? Consider all species to be in their standard states. ' Tiand Mn - Mn only None of them Niand Ti Ti only 'Niand Mn All three = () Nionly ¥ Hide question 22 feedback Given: A¢G° values at 1000K for 3 metal oxides A¢G° value for CO at 1000 K. Want: Which metal oxide can be successfully refined using C (s, graphite). Concept(s): A reaction that favours products has a negative A, value. Analysis: Write out the 4 thermochemical equations that go with each A¢G® value. Evaluate which metal oxide equation, when combined with the reaction of graphite to produce CO, will result in a successful reaction, i.e., A /G° value that is negative.
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A certain reaction is studied and its equilibrium constant determined at 5 different temperatures. How could this data by graphically plotted in order to determine the standard reaction enthalpy? ) Plot In K'vs. 1/T; AH® = +slope x R ) Plot K'vs. T; AH® = -slope x R ) Plot In K'vs. T; A = +slope x R = () Plotin Kvs. 1/T; AH® = -slope x R \ Plot K vs. T; A/H° = +slope x R ) Plot In K'vs. T; A{H® = -slope x R Hide question 23 feedback Given: Reaction studied to obtain five K values at five different temperatures. Want: Standard reaction enthalpy graphically means. Concept(s): AG° = AH° - TAS® =-RT In Keg Analysis: If we have five values for Keq (dependent variable) at a particular T (independent variable), then we can rearrange the above equation to produce a linear line when graphed, i.e., AH® A,S° InKey = e RT R y=mx+Db JH® A,S° where m(slope) = and y intercept = R
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