Question

While transfering the piece of unknown metal to the calorimeter, the student drops the metal into...

While transfering the piece of unknown metal to the calorimeter, the student drops the metal into the calorimeter roughly, and some water splashes out of the calorimeter. why must this be avoided? Be specific- how would the loss of water from the calorimeter affect the calculated value of specific heat of the metal?

Homework Answers

Answer #1

While transferring the piece of unknown metal to calorimeter, the student drops the metal into thr calorimeter roughly, and some water splashes out of the calorimeter.

As we know,

Heat gained or lost by water

= (mass of water) x (specific heat of water) x deltaT

If some water splashes out it will affect its mass which ultimately affect the calculation of heat.

So this must be avoided.

While calculating the specific heat of metal: -

Specific heat of metal = (mass of water) x (specific heat of water) x deltaT1 / (Mass of metal) x deltaT2

Know the answer?
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Not the answer you're looking for?
Ask your own homework help question
Similar Questions
A calorimeter contains 82.4 grams of water at 20.9 °C. A 156 -gram piece of an...
A calorimeter contains 82.4 grams of water at 20.9 °C. A 156 -gram piece of an unknown metal is heated to 81.9 °C and dropped into the water. The entire system eventually reaches 26.6 °C. Assuming all of the energy gained by the water comes from the cooling of the metal—no energy loss to the calorimeter or the surroundings—calculate the specific heat of the metal. The specific heat of water is 4.18 J/g · °C _____J/g · °C
a man accidentally drops 95 g of an unknown metal at 150 ᵒC into an insulated...
a man accidentally drops 95 g of an unknown metal at 150 ᵒC into an insulated beaker containing 42 g of water at 21 ᵒC . The final temperature of the mixture is 32.5 ᵒC . What is the specific heat of the unknown metal, in units of J/(g.K)? Specific heat of water = 4.186 J/(g. k).
if a student left the lid off the calorimeter after adding the warm metal, would the...
if a student left the lid off the calorimeter after adding the warm metal, would the calculated value of SH for the unknown be higher, lower, or the same as it would be if the lid was on the calorimeter? Explain your answer.
A lab student has an unknown metal with a mass of 227 g that they want...
A lab student has an unknown metal with a mass of 227 g that they want to identify. The student places the metal in boiling water (100? ?) and lets it come to equilibrium (i.e. the metal is the same temperature as the water). The student then places the metal in a beaker of water with a mass of 300g and an initial temperature of 20? ?. The beaker of water comes to a final temperature of 40 0C. Determine...
In the laboratory a student uses a "coffee cup" calorimeter to determine the specific heat of...
In the laboratory a student uses a "coffee cup" calorimeter to determine the specific heat of a metal. She heats 19.5 grams of tungsten to 97.80°C and then drops it into a cup containing 78.3 grams of water at 22.58°C. She measures the final temperature to be 23.20°C. Assuming that all of the heat is transferred to the water, she calculates the specific heat of tungsten to be  J/g°C.
The following experiment is performed to calculate the specific heat of a certain metal. A 500...
The following experiment is performed to calculate the specific heat of a certain metal. A 500 gram container made of the metal contains 600 grams of at at a) water. Both are initially at 25.0 'C. Now a 200 gram piece of the metal 90.0 'C is placed in the water. The entire system comes to equilibrium 30.9 "C. specific heat of water = cwate=r 1.0Ocal/(gm "C) a)Assuming no heat loss to the surroundings, calculate the specific heat of the...
Questions from Calorimeter Lab: 1) Examine the initial and final temperatures in Part I. Explain how...
Questions from Calorimeter Lab: 1) Examine the initial and final temperatures in Part I. Explain how the temperatures tell you what type of thermochemical reaction was involved (endothermic or exothermic). 2) We assumed that no heat is lost to the surroundings beyond the nested coffee cups. In Part I, obviously there would have been some loss in heat as the hot metal is transferred to the calorimeter. How does that unavoidable heat loss affect your calculated specific heat of the...
A)In the laboratory a student uses a "coffee cup" calorimeter to determine the specific heat of...
A)In the laboratory a student uses a "coffee cup" calorimeter to determine the specific heat of a metal. She heats 19.3 grams of chromium to 98.47°C and then drops it into a cup containing 81.8 grams of water at 23.17°C. She measures the final temperature to be 24.97°C. Assuming that all of the heat is transferred to the water, she calculates the specific heat of chromium to be __________________ J/g°C. B) An electric range burner weighing 616.0 grams is turned...
1. A 78.0 g piece of metal at 89.0°C is placed in 125 g of water...
1. A 78.0 g piece of metal at 89.0°C is placed in 125 g of water at 21.0°C contained in a calorimeter. The metal and water come to the same temperature at 27.0°C. - How much heat (in J) did the metal give up to the water? (Assume the specific heat of water is 4.18 J/g·°C across the temperature range.) - What is the specific heat (in J/g·°C) of the metal? 2. A 0.529 g sample of KCl is added...
In the laboratory a "coffee cup" calorimeter, or constant pressure calorimeter, is frequently used to determine...
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. Since the cup itself can absorb energy, a separate experiment is needed to determine the heat capacity of the calorimeter. This is known as calibrating the calorimeter and the value determined is called the calorimeter constant. One way to do this is to use a common metal of...