Hi, I am providing all of the information as it is probably needed to answer the
ID: 898212 • Letter: H
Question
Hi, I am providing all of the information as it is probably needed to answer the last couple of questions. I need help answering the last three boxes.
1. Calculate the heat released into the solution for the 3 reactions, according to Reaction= Ccal*Delta T+ m contents * Cp contents * Delta T.
2. Find the molar heat of reaction for each experiment in units of Kilo-Joules / (mole of Mg) by dividing the heat of reaction by the moles of Mg used.
3. Calculate and record the average molar heat of reaction from the three results.
Thank you for your help.
The Effect of Substrate Concentration on Catalase Activity
A. Mass of the empty calorimeter (g):
18.600g
B. Initial temperature of the calorimeter (°C):
21.5C
C. Maximum temperature in the calorimeter from the reaction (°C):
34.5C
D. Calculate delta T by subtracting (b) from (c) (°C) delta T = Tmaximum – Tinitial:
34.5-21.5 = 13C
E. Mass of the calorimeter and its contents after the reaction (g):
68.738g
F. Calculate the mass of the contents of the calorimeter (g) by subtracting (a) from (e)
68.738-18.600=50.138g
G. Calculate the moles of Mg reacted (MW = 24.305 g/mole)
50.138/24.305=2.0628 moles
The Effect of Substrate Concentration on Catalase Activity 2
A. Mass of the empty calorimeter (g):
18.600g
B. Initial temperature of the calorimeter (°C):
21.5C
C. Maximum temperature in the calorimeter from the reaction (°C):
43.2C
D. Calculate delta T by subtracting (b) from (c) (°C) delta T = Tmaximum – Tinitial:
43.2-21.5= 21.7C
E. Mass of the calorimeter and its contents after the reaction (g):
68.829g
F. Calculate the mass of the contents of the calorimeter (g) by subtracting (a) from (e)
68.829-18.600=50.229g
G. Calculate the moles of Mg reacted (MW = 24.305 g/mole)
50.229/24.305=2.066moles
The Effect of Substrate Concentration on Catalase Activity 3
A. Mass of the empty calorimeter (g):
18.600g
B. Initial temperature of the calorimeter (°C):
21.5C
C. Maximum temperature in the calorimeter from the reaction (°C):
51.8C
D. Calculate delta T by subtracting (b) from (c) (°C) delta T = Tmaximum – Tinitial:
51.8-21.5= 30.3C
E. Mass of the calorimeter and its contents after the reaction (g):
68.921g
F. Calculate the mass of the contents of the calorimeter (g) by subtracting (a) from (e)
68.921-18.600=50.321g
G. Calculate the moles of Mg reacted (MW = 24.305 g/mole)
50.321/24.305=2.07moles
Calculate the heat released into the solution for the 3 reactions, according to: Reaction= Ccal*Delta T+ m contents * Cp contents * Delta T
Trial 1
Trial 2
Trial 3
Find the molar heat of reaction for each experiment in units of Kilo-Joules / (mole of Mg) by dividing the heat of reaction by the moles of Mg used.
Trial 1
Trial 2
Trial 3
Calculate and record the average molar heat of reaction from the three results.
Average
The Effect of Substrate Concentration on Catalase Activity
A. Mass of the empty calorimeter (g):
18.600g
B. Initial temperature of the calorimeter (°C):
21.5C
C. Maximum temperature in the calorimeter from the reaction (°C):
34.5C
D. Calculate delta T by subtracting (b) from (c) (°C) delta T = Tmaximum – Tinitial:
34.5-21.5 = 13C
E. Mass of the calorimeter and its contents after the reaction (g):
68.738g
F. Calculate the mass of the contents of the calorimeter (g) by subtracting (a) from (e)
68.738-18.600=50.138g
G. Calculate the moles of Mg reacted (MW = 24.305 g/mole)
50.138/24.305=2.0628 moles
Explanation / Answer
Trial 1
heat caoacity of Calorimeter= 62.558 J/deg.c
Specific heat of Zinc =0.39 Kj/Kg.K =0.39 J/gm.K
Heat added for raising the temperature of calorimeter= 62.558*13.2+ 50.138*13.2*0.39 =1083.876 Joules=1.083876 KJ
Heat of reaction = 1.083876/2.0628=0.525 Kj/Mol
Trial 2
Heat released =21.7*62.558+21.7*50.229*0.39 =1782.597 Joules =1.782597 KJ
Heat released per mole = 1.782597/2.066=0.862 Kj/mol
Trial3
Heat releasted =62.558*30.3+ 30.3*0.39*50.321=2490.151 Joules= 2.490151 Kj
Hear released per mole of Mg= 2.490151/2.07=1.202 Kj/Mole
Average= (0.525+0.862+1.202)/3= 0.863 Kj/mol
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