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Untitled - Kelly Walsh High School

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Thermochemistry 103<br />

C2H2(g) (5/2) O2(g) l 2 CO2(g)H2O(l) H 1299.8 kJ<br />

Find the enthalpy change for: 2 C(s) H2(g) l C2H2(g) Answer:<br />

Since we need 2 carbon atoms, we will multiply the first equation by 2:<br />

2 (C(s) O2(g) l CO2(g)) 2(393.5 kJ)<br />

H2(g) (1/2) O2(g) l H2O(l) 285.8 kJ<br />

Since C 2H 2 appears on the product side we will reverse the third reaction and<br />

change the sign of H:<br />

2CO 2(g)H 2O(l) l C 2H 2(g) (5/2) O 2(g) (1299.8 kJ)<br />

Adding the reactions and H’s: 2 C(s) H 2(g) l C 2H 2(g) 227.0 kJ<br />

6-4 Utterly Confused About Calorimetry<br />

Quick Tip<br />

Many people have trouble with the problems concerning this material. The major<br />

cause is that many of the problems are too simple. You need to analyze carefully<br />

what the questions are really asking. Unit conversions are exceedingly important<br />

in working these problems.<br />

Calorimetry problems appear in the thermochemistry chapter of many texts.<br />

These problems often appear intimidating, but this need not be the case. We<br />

will begin with the following example: The burning of a 1.5886-g sample of glucose<br />

(C 6H 12O 6) in a bomb calorimeter resulted in a temperature increase of<br />

3.682C. The heat capacity of the calorimeter was 3.562 kJ/C, and the calorimeter<br />

contained 1000. g of water. Find the molar heat of reaction per mole of glucose<br />

for the following reaction:<br />

C 6H 12O 6(s) 6 O 2(g) l 6 CO 2(g) 6 H 2O(l)<br />

The question is “Find the molar heat of reaction.” This means we need the<br />

enthalpy change (H) in kJ/mol (or J/mol) of glucose. The increase in temperature<br />

means that this is an exothermic process (negative enthalpy change).

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