The larger pot has more thermal energy because it has a greater mass of material that needs to be heated up. The thermal energy required to raise the temperature of a larger object is greater than that needed for a smaller object.
A pot typically has more thermal energy than a penny due to its larger size and greater mass, which allows it to hold more heat. Additionally, the pot is usually made of materials with higher thermal conductivity compared to a penny.
A swimming pool contains a larger volume of water, which requires more thermal energy to raise its temperature compared to a smaller volume in a pot of boiling water. Additionally, the specific heat capacity of water is high, meaning it can hold more thermal energy without a significant rise in temperature.
Correct, the total thermal energy in a cup and a pot of tea at the same temperature would be the same. However, the pot of tea would have more thermal energy per unit volume compared to the cup, as it contains more tea.
A pot of boiling water has more thermal energy than a cup of boiling water because it contains a greater volume of water and therefore a higher total amount of heat energy.
Yes, the thermal energy in a cup of tea and a pot of tea at the same temperature would be the same, assuming they contain the same amount of liquid. Thermal energy depends on temperature and quantity of substance.
A pot typically has more thermal energy than a penny due to its larger size and greater mass, which allows it to hold more heat. Additionally, the pot is usually made of materials with higher thermal conductivity compared to a penny.
A swimming pool contains a larger volume of water, which requires more thermal energy to raise its temperature compared to a smaller volume in a pot of boiling water. Additionally, the specific heat capacity of water is high, meaning it can hold more thermal energy without a significant rise in temperature.
Correct, the total thermal energy in a cup and a pot of tea at the same temperature would be the same. However, the pot of tea would have more thermal energy per unit volume compared to the cup, as it contains more tea.
Yes, if they are the same temperature. The larger bowl would have more mass thus more energy available.
A pot of soup 🍲 has more thermal energy because it has more heat therefore the pot is big which makes it catch or attract more thermal energy.😃 If u think am wrong 👎 tell me 😊 why and I would like to hear your thoughts:thx
A pot of boiling water has more thermal energy than a cup of boiling water because it contains a greater volume of water and therefore a higher total amount of heat energy.
Yes, the thermal energy in a cup of tea and a pot of tea at the same temperature would be the same, assuming they contain the same amount of liquid. Thermal energy depends on temperature and quantity of substance.
In a stove heating a pot of water, electrical energy is converted to thermal energy as the stove’s heating element produces heat. The thermal energy transfers to the pot and water, raising their temperatures. As the water boils, some of the thermal energy is converted to kinetic energy in the form of water vapor.
Thermal to kinetic when it boils
Aluminum pot is a better conductor of thermal energy compared to glass of iced tea. Aluminum has higher thermal conductivity than glass, allowing it to transfer heat more effectively, whereas glass is an insulator and does not conduct heat as well.
"More temperature" is incorrect grammar. A pot of boiling water (probably; it depends on the pressure) has a highertemperature than an iceberg, if that's what you were trying to ask. However, unless it's quite small, the iceberg likely has more heat energy simply by virtue of having a much larger volume.
The ocean has more thermal energy than a pot of boiling water because it contains a vastly greater volume of water, allowing it to store much more heat overall. While boiling water reaches a high temperature, the total thermal energy is determined by both temperature and mass; the ocean's immense mass compensates for its average lower temperature. Additionally, the ocean can absorb and retain heat over large areas and depths, contributing to its overall thermal energy capacity.