A chunk of aluminum weighing 19.1 grams and originally at 98.95°C is dropped into an insulated cup containing 80.7 grams of water at 20.69°C. Assuming that all of the heat is transferred to the water, the final temperature of the water is °C.
The hot body is aluminum , the cold body is water
We know that the
Heat given out by solid | = | Heat absorbed by water |
Heat capacity= m Cp (Ti- Tf)
where m is mass
Cp is specific heat
Ti is initial temp
Tf is final temp
mass of aluminum = 19.1 g
Temperature of Al solid = 98.95 DegC
mass of water = 19.1 g
Temperature of water =20.69 DegC
Cp values are not given .
So we consider
Cp of water = 4.186 J/ g degC
Cp of Al = 0.9 J/g degC
m Cp (Ti- Tf)aluminum = m Cp (Ti- Tf)water
19.1*0.9*(98.95-Tf) = 80.7*4.186*(Tf-20.69)
Solving for Tf
17.19*(98.95-Tf) = 337.81*(Tf-20.69)
98.95- Tf = 19.65 *(Tf-20.69)
Tf= 24.48 DegC
The final temperature of water is 24.59 DegC
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