J.R. S. answered 10/17/20
Ph.D. University Professor with 10+ years Tutoring Experience
q = Ccal∆T = (43.07 kJ/º)(30.90 - 24.17) = (43.07 kJ/º)(6.73º) = 289.86 kJ
289.86 kJ/3.985 g = 72.74 kJ/gram
Adoria L.
asked 10/17/20The heat capacity (calorimeter constant) of the calorimeter is 43.07 kJ/ ∘C, what is the heat of combustion per gram of the material?
J.R. S. answered 10/17/20
Ph.D. University Professor with 10+ years Tutoring Experience
q = Ccal∆T = (43.07 kJ/º)(30.90 - 24.17) = (43.07 kJ/º)(6.73º) = 289.86 kJ
289.86 kJ/3.985 g = 72.74 kJ/gram
Hello, Adoria,
Set up a table for what you know, and need to find. Use the formula q = cmDT, where DT is (T1 - T2), the initial and final temperatures.
The energy is negative since heat is released from the reaction into the system (calorimeter). q is the total heat from the reaction, so divide that by the mass of the substance to provide units of kJ/gC.
Bob
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