A chemist mixes 75.0 g of an unknown substance at 96.5°C with 1,150 g of water at 25.0°C. If the final temperature of the system is 37.1°C, what is the specific heat capacity of the substance? Use 4.184 J / g °C for the specific heat capacity of water. I need an explanation to this question not solution...
Asked and answered here: https://questioncove.com/updates/4fa6f6a0e4b029e9dc366363 Also keep in mind heat lost = heat gained
That's just teh solution, I need explanation for this question...
Ok wait. You need a explaination but to what exactly, The solution to the problem?
To elaborate on my solution from the other post q = mC(Tf-Ti) where q is heat, C is specific heat, Tf is final temperature, Ti is final temperature all the heat that was lost from the unknown substance is gained by the water heat lost by the substance q = -75.0(C)(37.1-96.5) heat gained by the water: q = 1150(4.184)(37.1-25) set them equal to each other and solve for C
Yes I need a scientific explanation rather than mathematical reasoning or solution
"all the heat that was lost from the unknown substance is gained by the water" this is a very good explanation but could you just elaborate and add more explanation to this
Energy is conserved. When the substance is added to water, it loses some amount of heat. That same amount of heat is added to the water. Since we know: the mass of the water, the specific heat of the water, and the temperature change of the water, we know how much heat the water gained via q = mc delta T We can then use that heat to solve for the specific heat of the substance
thank you
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