A dilute solution of hydrochloric acid with a mass of 610.29 g and containing 0.33183 mol of HCl was exactly neutralized in a calorimeter by the sodium hydroxide in 615.31 g of a dilute NaOH solution. The temperature increased from 16.784 to 20.610 °C. The specific heat of the HCl solution was 4.031 J g-1 °C-1; that of the NaOH solution was 4.046 J g-1 °C-1. The heat capacity of the calorimeter was 77.99 J °C-1. Use these data to calculate the heat evolved by the following reaction.
HCl(aq) + NaOH(aq) --> NaCl(aq) + H2O(l)

What is the heat of neutralization per mole of HCl? Assume that the original solutions made independent contributions to the total heat capacity of the system following their mixing.

Dear student, So I know: ΔT=3.829 degrees C Ccal=77.99J/degrees C CHCl=4.031J/g degrees C CNaOH=4.045J/g degrees C I'm not positive in the next step. I assumed that since the solutions independently contributed to the total heat capacity that I do a calculation for each so: ΔH surroundings=(77.99C/J x 3.826C) + (4.031J/gC x 610.29g x 3.826C) + (4.046J/gC x 615.31g x 3.826C)= 294.4J + 9412J + 9525J = 19235.4J so ΔH reaction= -19234.4J To find the J/mol H+ I did -19235.4J/.33183 mol H+ since I was given .33183 mol HCl which = -57968J/mol H+ . Regards

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