The specific heat of gold is 0.031 calories/gram°C and the specific heat of silver is 0.057 calories/gram°C. If equal amounts of each metal are exposed to equal heating, which will heat up faster?
The answers are:
1) The silver will heat up almost twice as fast.
2) The gold will heat up almost twice as fast.
3) They will heat up at the same rate.
4) It is impossible to tell.
Help?!
The higher a specific heat is, the more heat is stored per degree, and temp then goes up slower.
Thank you! I get it now. (:
To determine which metal will heat up faster, we need to consider their specific heat values.
The specific heat of a substance measures how much heat energy is required to raise the temperature of a given mass of the substance by one degree Celsius (or one degree Kelvin). A lower specific heat indicates that a substance can heat up faster because it requires less heat energy to increase its temperature.
In this case, we are comparing gold and silver. Gold has a specific heat of 0.031 calories/gram°C, while silver has a specific heat of 0.057 calories/gram°C. Gold has a lower specific heat value compared to silver, which means it requires less heat energy to raise its temperature.
Therefore, gold will heat up faster than silver when equal amounts of each metal are exposed to equal heating. The correct answer is option 2) The gold will heat up almost twice as fast.
Explanation:
To get the answer, you can compare the specific heat values of gold and silver. The specific heat of gold is given as 0.031 calories/gram°C, while the specific heat of silver is given as 0.057 calories/gram°C. Since gold has a lower specific heat value than silver, it means it requires less heat energy to raise its temperature by one degree Celsius. Therefore, when equal amounts of gold and silver are exposed to equal heating, the gold will heat up faster than silver.