A 232 mL soft drink (that contains mostly water) initially at 11.0 °C is cooled by adding 156.3 g of ice cubes at 0.0 °C. What mass of ice remains (in grams) when the temperature of the drink reaches equilibrium (water and ice at 0.0 °C)? The enthalpy of fusion of water (i.e., the heat required to melt ice) = 6.007 kJ/mol. Assume the density of soft drink is the same as the density water = 1.00 g/mL. Assume the specific heat capacity of soft drink is the same as water = 4.184 J/g/K.

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Chapter1: Chemical Foundations
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A 232 mL soft drink (that contains mostly
water) initially at 11.0 °C is cooled by adding
156.3 g of ice cubes at 0.0 °C. What mass of
ice remains (in grams) when the temperature
of the drink reaches equilibrium (water and
ice at 0.0 °C)?
The enthalpy of fusion of water (i.e., the heat
required to melt ice) = 6.007 kJ/mol.
Assume the density of soft drink is the same
as the density water = 1.00 g/mL.
Assume the specific heat capacity of soft
drink is the same as water = 4.184 J/g/K.
Transcribed Image Text:A 232 mL soft drink (that contains mostly water) initially at 11.0 °C is cooled by adding 156.3 g of ice cubes at 0.0 °C. What mass of ice remains (in grams) when the temperature of the drink reaches equilibrium (water and ice at 0.0 °C)? The enthalpy of fusion of water (i.e., the heat required to melt ice) = 6.007 kJ/mol. Assume the density of soft drink is the same as the density water = 1.00 g/mL. Assume the specific heat capacity of soft drink is the same as water = 4.184 J/g/K.
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A 232 mL soft drink (that contains mostly water) initially at 11.0 °C is cooled by adding 156.3 g of ice cubes at 0.0 °C. What mass of ice remains (in grams) when the temperature of the drink reaches equilibrium (water and ice at 0.0 °C)?

 

The enthalpy of fusion of water (i.e., the heat required to melt ice) = 6.007 kJ/mol.

 

Assume the density of soft drink is the same as the density water = 1.00 g/mL.

 

Assume the specific heat capacity of soft drink is the same as water = 4.184 J/g/K.

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