A 36.21 g solid sample of mercury is heated from -39 oC its melting point, completely melted then heated to 92 oC, How much energy was absorbed by the sample? (Answer in kJ)
S=0.14 J/goC Delta Hf = 0.011 kJ/g
Solution:
This problem can be summarized thusly:
1) A sample of solid mercury is melted at -39°C. The heat absorbed is calculated by multiplying the grams of solid mercury by the heat of fusion (ΔHf) in kJ/g.
q1 = ΔHf × m = 0.011 kJ/g × 36.21 g = 0.3983 kJ
q1 = 0.3983 kJ
2) A sample of liquid mercury is heated from -39°C to 92°C. The heat absorbed is calculated by using the specific heat of liquid mercury (S = 0.14 J/g°C) and the equation: q = m × S × ΔT.
q2 = m × S × (Tf - Ti)
q2 = 36.21 g × 0.14 J/g°C × (92 - (-39))°C = 664.09 J = 0.6641 kJ
q2 = 0.6641 kJ
q = q1 + q2 = 0.3983 kJ + 0.6641 kJ = 1.0624 kJ = 1.06 kJ
q = 1.06 kJ
Answer: 1.06 kJ of energy was absorbed by the sample.
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