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In the laboratory a "coffee cup" calorimeter, or constant pressure calorimeter, is frequently used to determine the specific heat of a solid, or to measure the energy of a solution phase reaction. A student heats 61.07 grams of silver to 99.43C and then drops it into a cup containing 76.01 grams of water at 24.15C. She measures the final temperature to be 27.52C. The heat capacity of the calorimeter (sometimes referred to as the calorimeter constant) was determined in a separate experiment to be 1.70J/C. Assuming that no heat is lost to the surroundings calculate the specific heat of silver. Specific Heat (Ag)=1/gC. n the laboratory a "coffee cup" calorimeter, or constant pressure calorimeter, is frequently used to determine the specific heat of a solid, or to measure the energy of a solution phase reaction. Since the cup itself can absorb energy, a separate experiment is needed to determine the heat capacity of the calorimeter, This is known as callbrating the calorimeter and the value determined is called the calorimeter constant. One way to do this is to use a common metal of known heat capacity. In the laboratory a student heats 96.11grams of nickel to 98.50C and then drops it into a cup containing 79.90 grams of water at 23.88C She measures the final temperature to be 32.29C Using the accepted value for the specific heat of nickel (See the References tool), calculate the calorimeter constant. Calorimeter Constant = jC 2 miere aroup attempts remaining In the laboratory a "coffee cup" calorimeter, or constant pressure calorimeter, is frequently used to determine the specific heat of a solid, or to measure the energy of a solution phase reaction. A chunk of magnesium weighing 18.14 grams and originally at 98.75C is dropped into an insulated cup containing 84.21 grams of water at 20.94C The heat capacity of the calorimeter (sometimes referred to as the calorimeter constant) was determined in a separate experiment to be 1.81 yC Using the accepted value for the specific heat of magnesium (See the References tool), calculate the final temperature of the water. Assume that no heat is lost to the surroundings. Tfinal=C