5. Calculate AHrxn (28) using hess's law 2+ Ca(s)+2H2Om - Са (aд) + 20 (ад) + H2(g) AHrxu(28) = ? H (ag) +OH- (ag)H20(1) C = -56.4 kJ/mol Ca(s)+2H*(ag) Ca2 (ag)+H2(g) AHrxn(27) = -643.83 kJ/mol

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Chapter1: Chemical Foundations
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Problem 1RQ: Define and explain the differences between the following terms. a. law and theory b. theory and...
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5. Calculate AHrxn (28) using bess's law
2+
Ca(s)+2H2Om→ Ca (ag)+ 20H (ag) + H2(g)_
AHrxn(28) = ?
H (ag) +OH (ag)H20(1)
C = -56.4 kJ/mol
Ca(s)+2H*(ag) → Ca²*(aq}+H2(g)
AHrsn(27) = -643.83 kJ/mol
Reverse equation:
Multiply the reverse of equation 26 by 2 to obtain equation 31
The reverse of equation 26 is H2O(1) → H* (ag)+2H* (ag)
AHr(31)= 2 × -1 × AHrxn(26)
Multiply equation 26 by two which is 2H2O →2H* +2OH to obtain AHenfB1)
b). compare AHrxn(28) with AHHess(28) using a percentage difference
Percentage difference = absolute e1-e2
x 100
0.5 (erte2)
Transcribed Image Text:5. Calculate AHrxn (28) using bess's law 2+ Ca(s)+2H2Om→ Ca (ag)+ 20H (ag) + H2(g)_ AHrxn(28) = ? H (ag) +OH (ag)H20(1) C = -56.4 kJ/mol Ca(s)+2H*(ag) → Ca²*(aq}+H2(g) AHrsn(27) = -643.83 kJ/mol Reverse equation: Multiply the reverse of equation 26 by 2 to obtain equation 31 The reverse of equation 26 is H2O(1) → H* (ag)+2H* (ag) AHr(31)= 2 × -1 × AHrxn(26) Multiply equation 26 by two which is 2H2O →2H* +2OH to obtain AHenfB1) b). compare AHrxn(28) with AHHess(28) using a percentage difference Percentage difference = absolute e1-e2 x 100 0.5 (erte2)
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