In a vessel with water, the mass of which is 2 kg at a temperature of 0 degrees, it floats in 0.5 kg of ice.

In a vessel with water, the mass of which is 2 kg at a temperature of 0 degrees, it floats in 0.5 kg of ice. How much heat does it take to bring water to a boil at normal atmospheric pressure?

mw = 2 kg.

t1 = 0 ° C.

t2 = 100 ° C.

ml = 0.5 kg.

C = 4200 J / kg * ° C.

q = 3.4 * 10 ^ 5 J / kg.

Q -?

Q = Q1 + Q2, where Q1 is the amount of heat that is needed to heat all the water, Q2 is the amount of heat needed to melt ice.

Q1 = C * (mw + ml) * (t2 – t1), where C is the specific heat capacity of water.

Q2 = q * ml, where q is the specific heat of ice melting.

Q = С * (mv + ml) * (t2 – t1) + q * ml.

Q = 4200 J / kg * ° C * (2 kg + 0.5 kg) * (100 ° C – 0 ° C) + 3.4 * 10 ^ 5 J / kg * 0.5 kg = 120,000 J.

Answer: you need Q = 120,000 J of thermal energy.



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