Two objects of different material have the same mass and temperature. When adding them equal amount of heat, the final temperature of each one can be different since they have different? Specific heat Density Expansion Coefficient Thermal conductivity Volume
Two objects of different material have the same mass and temperature. When adding them equal amount...
Which statement is wrong? 1. Adding the same amount of heat to two A different objects will produce the same in- in crease in temperature. T 2. Temperature measures the average ki- netic energy of random motion, but not other kinds of energy. 3. Different substances have different ther- A mal properties due to differences in the way 11 energy is stored internally in the substances. 4. When the same amount of heat produces different changes in temperature in two...
Two objects, A and B, both have the same mass but B has a larger volume. What can you say about the density of these objects? A. Since they have the same mass, they have the same density. B. Not enough data to determine. C. Object A is less dense than object B. D. Object B is less dense than object A.
Two containers of the same gas each holding the same amount of mass, initially at temperature T1 and T2 are brought into thermal equilibrium Assuming no heat loss to the atmosphere and constant container volumes calculate (neglect the mass of the containers): 1) The final temperature of the gas in each container 2) The change of internal energy 3) The change of entropy For this process- if: A) The containers are placed in thermal contact. B) A reversible cycle works...
When two objects with different temperatures are placed in contact, the amount of heat transferred into the colder object is proportional to i. The change in the object's temperature ii. The mass of the object iii. The specific heat of the object i. and ii. i. and iii. ii. and iïi. i., ii., and iii.
What happens when two objects are in thermal equilibrium? A. The two objects reach the average of their two temperatures. B. The two objects contain the same number of atoms but have different temperatures. C. The temperatures of the two objects have stopped changing even though they are at different temperatures. D. Heat no longer flows between the two objects when they are both at the same temperature.
How does the ratio of mass/ volume compare for different objects of the same material.
The same amount of heat entering identical masses of different substances produces different temperature changes. Calculate the final temperature when 1.45 kcal of heat enters 1.13 kg of the following, originally at 24.2°C. The specific heat capacity for each material is given in square brackets below. (a) water [1.00 kcal/(kg · °C)] °C (b) concrete [0.20 kcal/(kg · °C)] °C (c) steel [0.108 kcal/(kg · °C)] °C (d) mercury [0.0333 kcal/(kg · °C)] °C
The 3. If two substances having different specific heat capacities have the same amount of heat energy added to them, which one will have a higher resulting temperature - the one with a lower specific heat capacity or the one with the higher specific heat capacity? Explain. 4. If the calculated specific heat is 0.125 J/g.°C, what metals from Table 1 could be the unknown? What additional measurable criteria could be used to differentiate between the metals? pen Cond Table...
Two substances, A and B, have the same mass. Substance A is at a higher temperature than B, and heat transfers between them until equilibrium is reached. The decrease in the temperature of A is less than the increase in temperature of B. Which substance has the larger specific heat?
An isolated system consists of two objects of the same mass. One object has an initial temperature of 0 °C and its specific heat is c1. The other has an initial temperature of 100°C and its specific heat is c2=5 c1. What is the equilibrium temperature of the system, assuming that no phase changes take place for either object?