jason.maran
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I'm working on the following homework problem but have just been stumped:
A 0.185 kg piece of aluminum that has a temperature of -155°C is added to 1.5 kg of water that has a temperature of 2.1°C. At equilibrium the temperature is 0.0°C. Ignoring the container and assuming that the heat exchanged with the surroundings is negligible, determine the mass of water that has been frozen into ice.
So I started by writing down the data for the aluminum and water, and tried the following:
Qalum.+Qwater+Qice = 0
mcΔT + mcΔT + mLvapor. = 0
(0.185)(9e2)(0-(-155)) + (1.5)(4186)(0-2.1) + (1.5 - x)(22.6e5) = 0
x = 1.50558 kg of ice was frozen, which, unfortunately for me, is greater than the amount I started with. :(
If anyone could point out what I'm doing wrong or if I'm missing some major concept, it would be awesome!
Thanks
A 0.185 kg piece of aluminum that has a temperature of -155°C is added to 1.5 kg of water that has a temperature of 2.1°C. At equilibrium the temperature is 0.0°C. Ignoring the container and assuming that the heat exchanged with the surroundings is negligible, determine the mass of water that has been frozen into ice.
So I started by writing down the data for the aluminum and water, and tried the following:
Qalum.+Qwater+Qice = 0
mcΔT + mcΔT + mLvapor. = 0
(0.185)(9e2)(0-(-155)) + (1.5)(4186)(0-2.1) + (1.5 - x)(22.6e5) = 0
x = 1.50558 kg of ice was frozen, which, unfortunately for me, is greater than the amount I started with. :(
If anyone could point out what I'm doing wrong or if I'm missing some major concept, it would be awesome!
Thanks