Solution:
Suppose that a block of ice is already melted and is a liquid (water) at 0°C.
Therefore, m(H2O) = m(block of ice) = 931 g.
In this case, the following process is realized:
- liquid (water) at 0∘C --> liquid (water) at a final temperature (Tf).
Mathematically, the heat added to heat water from a liquid at 0°C to a liquid at a final temperature is expressed as follows:
q = c(H2O) * m * ΔT = c(H2O) * m * (Tf − 0);
where is the specific heat of water = c(H2O) = 4.184 J g−1∘C−1
You will have:
q = (4.184 J g−1∘C−1) * (931 g) * (Tf − 0)∘C = 4753.2 J;
4753.2 = 3895.304 * (Tf − 0);
1.22 = Tf − 0;
Tf = 1.22∘C
Answer: 1.22∘C is the final temperature
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