1) 75 g of water at 10 °C is heated by supplying 25200 J of heat energy. Calculate the final temperature of water. [Specific heat capacity of water = 4200 J/kg °C]
2) A solid of specific heat capacity 2.1 J/kg °C at 100 °C is dropped into 400 g of water at 25 °C. If the final temperature is 40 °C, find the mass of the solid.
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Heat absorbed = ΔH = m s ΔT
25, 200 J = (75/1000) kg * 4, 200 J/kg/⁰C * ΔT
=> ΔT = 80 ⁰C
So final temperature is : 10⁰C + 80⁰C = 90 ⁰C
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mass of solid = m kg
Heat energy given out by stone = heat absorbed by water
m * 2.1 J/kg/⁰C * (100 ⁰C - 40 ⁰C) = 0.4 kg * 1000 J/kg/⁰C * (40 ⁰C - 25⁰C)
m = 400 * 15 / (2.1 * 60) = 47.619 kg
If the specific heat capacity of the stone is 2.1 kJ/kg/⁰C then the mass of the solid is : 47.619 grams
25, 200 J = (75/1000) kg * 4, 200 J/kg/⁰C * ΔT
=> ΔT = 80 ⁰C
So final temperature is : 10⁰C + 80⁰C = 90 ⁰C
==============================
mass of solid = m kg
Heat energy given out by stone = heat absorbed by water
m * 2.1 J/kg/⁰C * (100 ⁰C - 40 ⁰C) = 0.4 kg * 1000 J/kg/⁰C * (40 ⁰C - 25⁰C)
m = 400 * 15 / (2.1 * 60) = 47.619 kg
If the specific heat capacity of the stone is 2.1 kJ/kg/⁰C then the mass of the solid is : 47.619 grams
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