800g of ice at -15C is mixed with 100 g of water at 40C cal. final temp.
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Given the mass of ice (m2) = 800g = 800/1000 kg
temperature (t2) = - 15°C
The specific heat capacity of ice (c2) = 2100 J / Kg °C
Also given the mass of water (m1) = 100 g = 100/1000 kg
temperature (t1) = 40°C
The specific heat capacity of water(c1) = 4200 J/kg °C
Heat energy gained by cold body = Heat energy lost by the hot body
m1 * c1 (t1 - t) = m2 * c2 (t - t2)
100/1000 * 4200 (40 - t) = 800/1000*2100 (t - (-15))
1/10 * 4200 (40 - t) = 8/10 * 2100 (t+15)
420(40 - t) = 8 * 210 (t+15)
16800 - 420t = 1680t + 25200
16800 - 25200 = 1680t + 420t
- 8400 = 2100t
t = - 8400/2100
t = - 4° C
temperature (t2) = - 15°C
The specific heat capacity of ice (c2) = 2100 J / Kg °C
Also given the mass of water (m1) = 100 g = 100/1000 kg
temperature (t1) = 40°C
The specific heat capacity of water(c1) = 4200 J/kg °C
Heat energy gained by cold body = Heat energy lost by the hot body
m1 * c1 (t1 - t) = m2 * c2 (t - t2)
100/1000 * 4200 (40 - t) = 800/1000*2100 (t - (-15))
1/10 * 4200 (40 - t) = 8/10 * 2100 (t+15)
420(40 - t) = 8 * 210 (t+15)
16800 - 420t = 1680t + 25200
16800 - 25200 = 1680t + 420t
- 8400 = 2100t
t = - 8400/2100
t = - 4° C
Anonymous:
Is my answer right
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