If the final temperature of water was 32.3 C, what was the initial temperature? Assume the specific heat capacity of the solution is the same as that of water, 4.18 J·g1·C1, and that the solution is thermally isolated (no heat enters or leaves the solution from the environment).
HCl(g) ---> H+(aq) + Cl-(aq) deltaH = -74.9 kJ/mol
can you please explain the problem thanks
HCl(g) ---> H+(aq) + Cl-(aq) deltaH = -74.9 kJ/mol
can you please explain the problem thanks
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Use q=specific heat capacity × mass × delta T
q= -74.9 kJ/mol convert that to J/mol and you get -74900 J/mol
Fill in the rest of the formula -74900J/mol = 4.18J(g*c) * 125g*(32.3- Initial Temperature)
solve for initial temperature and you will get 175.64, You divide this by .100 mol and will get a temperature of 17.56 C or rounded 18 C
q= -74.9 kJ/mol convert that to J/mol and you get -74900 J/mol
Fill in the rest of the formula -74900J/mol = 4.18J(g*c) * 125g*(32.3- Initial Temperature)
solve for initial temperature and you will get 175.64, You divide this by .100 mol and will get a temperature of 17.56 C or rounded 18 C