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If I burn 0.315 moles of hexane (C6H14) in a bomb calorimeter containing 5.65 liters of water, what's the molar heat of combustion of hexane if the water temperature rises 55.4 degrees C? The heat capacity of water is 4.184 J/g degrees C.
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first find the heat released by burning the hexane, which is in turn absorbed by the water. \(-q_{hexane}=q_{water}\) Do so by using the variables for water, in the formula: \(q_{water}=m_{water}*C_p*\Delta T\) At constant pressure q = H (because this happens in a bomb calorimeter) so now divide the heat evolved by moles of hexane to find the molar enthalpy \(H_{comb}^{\circ}\) \(H_{comb}^{\circ} =\dfrac{H_{comb}^{rxn}}{n_{hexane}}\)
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