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Cl2 is the most stable form of chlorine that is why its enthalpy of formation is zero.
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9) Using the information given calculate, AH, AS and AG at 25°C (remember, for a reaction...
Practice Problemm that we've observed the qualitative relationships between AH, AS, and AG, let's calculate quantitative...
Practice Problemm that we've observed the qualitative relationships between AH, AS, and AG, let's calculate quantitative value ofΔΟη n for the dissolution of solid ammonium nitrate in water at 25 C: the NO, NH (ag)+NO, (aq) So (J/mol K) Aİlf (kJ/nnol) -365.6 132.80 -206.57 151 112.8 146.4 NH4NO3 (s) NH4 (ag) NOs (aq) Remember that ΔΗ'n,-Σ n ΔΗΥ (products)-Σ n ΔΗΥ (reactants) and ASoys-Σ n So (products) Σ n S (reactants). Then use ΔG AH -TAS y to find the...
AG°= AH-TAS AG=AGº+RTinQ where R=8.314 J/mol K 1. Calculate AGº for the following reaction at 25 °C if AH°= -1854 kJ...
AG°= AH-TAS AG=AGº+RTinQ where R=8.314 J/mol K 1. Calculate AGº for the following reaction at 25 °C if AH°= -1854 kJ/mol; AS°= -236 J/mol K CH-COCH3(g) + 402(g) → 3C02(g) + 3H2O(1) 2. NH.NO, dissolving in water is a spontaneous process. As it dissolves, the temperature of the solution decreases. Based on this, what must the signs (positive or negative) of AG, AH, and AS be?
Question 5 Correct Use AG° =AH° -TAS° to calculate AG (in kJ) at 298 K for...
Question 5 Correct Use AG° =AH° -TAS° to calculate AG (in kJ) at 298 K for : Mark 1.00 out of 1.00 2002(g) +4H2O(1) ► 2CH3OH(1) + 302(g) P Flag question Answer: 1404.84 Question 6 Not answered Marked out of 1.00 If the above reaction could be done at 3399 K, what would be your estimate for AGº (in kJ) at this elevated temperature? Use AGⓇ =AH°-TAS and assume AH° and AS are independent of temperature. P Flag question (Theis...
(9) A spontaneous process has the change of free energy (a) AG > 0 (b) AG <0 (c) AG = 0 (d) AH >0 and AS &...
(9) A spontaneous process has the change of free energy (a) AG > 0 (b) AG <0 (c) AG = 0 (d) AH >0 and AS <0 (10) A chemical reaction has AH = 10 kJ, AS = 50 J/K at temperature T = 300 K, the reaction AG = (a) 5000 (b)-5000 (c) 10000 (d) 50 (11) For reaction : Ag (s) + 1/2 Cl2 (g) = Agt (aq) + CI+ (aq), the standard free energy of formation: AGE"...
10. Consider the following reaction at 25 °C: Cl2 (g) + H2(g) → 2 HCI AG°...
10. Consider the following reaction at 25 °C: Cl2 (g) + H2(g) → 2 HCI AG° = 95.3 kJ mol! Xa) There are more reactants than products at equilibrium and K<1 - b) There are more products than reactants at equilibrium and K> 1 c) There are more reactants than products at equilibrium and K>1 d) There are more reactants than products at equilibrium and K<i
(9) A spontaneous process has the change of free energy (a) AG>0 (c) AG = 0...
(9) A spontaneous process has the change of free energy (a) AG>0 (c) AG = 0 (b) AG <O (d) AH>0 and AS <O (10) A chemical reaction has AH = 10 kJ. AS = 50 J/K at temperature T = 300 K. the reaction AG = J. (a) 5000 (b) -5000 (c) 10000 (d) 50 (11) For reaction: Ag (s) + 2 Cl2 (g) Ag° (aq) +CI (aq), the standard free energy of formation: AGf° (Ag*) = 77.1 kJ/mol,...
1. Calculate AG°for the following reaction at 25°C using AG ° = AH ° - TAS°...
1. Calculate AG°for the following reaction at 25°C using AG ° = AH ° - TAS° Fe2O3 (s) + 3 H2(g) → 2 Fe (s) + 3 H2O (1) 2. Calculate AG ° for the same reaction using AG°f values Fe2O3 (s) 3 H2(g) → 2 Fe (s) + + 3 H20 (1) + 3. Calculate AGº of the following reaction: 2C (s) H 2 (g) → C2H 2 (g) Use Hess' Law, AG° = AG°1 + AG°2 + AG°3...
estion 17 of 25 > Given the information A+B 2D C D AH' = -629.4 kJ...
estion 17 of 25 > Given the information A+B 2D C D AH' = -629.4 kJ AH = 464.0 kJ AS = 327.0 J/K AS' = -147.0 J/K calculate AG at 298 K for the reaction A+B - 20 1 AG" = kJ 30 A w 09 S For a particular reaction, AH = -111.4 kJ/mol and AS = -25.0 J/(molK). Calculate AG for this reaction at 298 K. AG = -14.83 KJ/mo Incorrect What can be said about the...
A. Calculate A Gº and Kp for the following equilibrium reaction at 25°C. The AG, values...
A. Calculate A Gº and Kp for the following equilibrium reaction at 25°C. The AG, values are 0 for Cl2 (9), -286 kJ/mol for PC13 (9), and -325 kJ/mol for PC15 (9). B. Now calculate AG for the reaction if the partial pressures of the initial mixture are PPC15=0.0029 atm, PPC13=0.27 atm, and PC12=0.40 atm Attach File
25 Select True or False: For the reaction SbC15(9) — SbC13(g) + Cl2(g). AG f (SbC15)...
25 Select True or False: For the reaction SbC15(9) — SbC13(g) + Cl2(g). AG f (SbC15) = -334,34 kJ/mol AG°(SbC13) = -301.25 kJ/mol AHf (SbC15) = -394.34 kJ/mol AH°F (SbC13) = -313.80 kJ/mol This reaction proceeds spontaneously at 298 K and 1 atm pressure. True or False True False
Practice Problemm that we've observed the qualitative relationships between AH, AS, and AG, let's calculate quantitative value ofΔΟη n for the dissolution of solid ammonium nitrate in water at 25 C: the NO, NH (ag)+NO, (aq) So (J/mol K) Aİlf (kJ/nnol) -365.6 132.80 -206.57 151 112.8 146.4 NH4NO3 (s) NH4 (ag) NOs (aq) Remember that ΔΗ'n,-Σ n ΔΗΥ (products)-Σ n ΔΗΥ (reactants) and ASoys-Σ n So (products) Σ n S (reactants). Then use ΔG AH -TAS y to find the...
AG°= AH-TAS AG=AGº+RTinQ where R=8.314 J/mol K 1. Calculate AGº for the following reaction at 25 °C if AH°= -1854 kJ/mol; AS°= -236 J/mol K CH-COCH3(g) + 402(g) → 3C02(g) + 3H2O(1) 2. NH.NO, dissolving in water is a spontaneous process. As it dissolves, the temperature of the solution decreases. Based on this, what must the signs (positive or negative) of AG, AH, and AS be?
Question 5 Correct Use AG° =AH° -TAS° to calculate AG (in kJ) at 298 K for : Mark 1.00 out of 1.00 2002(g) +4H2O(1) ► 2CH3OH(1) + 302(g) P Flag question Answer: 1404.84 Question 6 Not answered Marked out of 1.00 If the above reaction could be done at 3399 K, what would be your estimate for AGº (in kJ) at this elevated temperature? Use AGⓇ =AH°-TAS and assume AH° and AS are independent of temperature. P Flag question (Theis...
(9) A spontaneous process has the change of free energy (a) AG > 0 (b) AG <0 (c) AG = 0 (d) AH >0 and AS <0 (10) A chemical reaction has AH = 10 kJ, AS = 50 J/K at temperature T = 300 K, the reaction AG = (a) 5000 (b)-5000 (c) 10000 (d) 50 (11) For reaction : Ag (s) + 1/2 Cl2 (g) = Agt (aq) + CI+ (aq), the standard free energy of formation: AGE"...
10. Consider the following reaction at 25 °C: Cl2 (g) + H2(g) → 2 HCI AG° = 95.3 kJ mol! Xa) There are more reactants than products at equilibrium and K<1 - b) There are more products than reactants at equilibrium and K> 1 c) There are more reactants than products at equilibrium and K>1 d) There are more reactants than products at equilibrium and K<i
(9) A spontaneous process has the change of free energy (a) AG>0 (c) AG = 0 (b) AG <O (d) AH>0 and AS <O (10) A chemical reaction has AH = 10 kJ. AS = 50 J/K at temperature T = 300 K. the reaction AG = J. (a) 5000 (b) -5000 (c) 10000 (d) 50 (11) For reaction: Ag (s) + 2 Cl2 (g) Ag° (aq) +CI (aq), the standard free energy of formation: AGf° (Ag*) = 77.1 kJ/mol,...
1. Calculate AG°for the following reaction at 25°C using AG ° = AH ° - TAS° Fe2O3 (s) + 3 H2(g) → 2 Fe (s) + 3 H2O (1) 2. Calculate AG ° for the same reaction using AG°f values Fe2O3 (s) 3 H2(g) → 2 Fe (s) + + 3 H20 (1) + 3. Calculate AGº of the following reaction: 2C (s) H 2 (g) → C2H 2 (g) Use Hess' Law, AG° = AG°1 + AG°2 + AG°3...
estion 17 of 25 > Given the information A+B 2D C D AH' = -629.4 kJ AH = 464.0 kJ AS = 327.0 J/K AS' = -147.0 J/K calculate AG at 298 K for the reaction A+B - 20 1 AG" = kJ 30 A w 09 S For a particular reaction, AH = -111.4 kJ/mol and AS = -25.0 J/(molK). Calculate AG for this reaction at 298 K. AG = -14.83 KJ/mo Incorrect What can be said about the...
A. Calculate A Gº and Kp for the following equilibrium reaction at 25°C. The AG, values are 0 for Cl2 (9), -286 kJ/mol for PC13 (9), and -325 kJ/mol for PC15 (9). B. Now calculate AG for the reaction if the partial pressures of the initial mixture are PPC15=0.0029 atm, PPC13=0.27 atm, and PC12=0.40 atm Attach File
25 Select True or False: For the reaction SbC15(9) — SbC13(g) + Cl2(g). AG f (SbC15) = -334,34 kJ/mol AG°(SbC13) = -301.25 kJ/mol AHf (SbC15) = -394.34 kJ/mol AH°F (SbC13) = -313.80 kJ/mol This reaction proceeds spontaneously at 298 K and 1 atm pressure. True or False True False
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