Specific heat capacity is by definition a per-unit-mass property. Therefore it does not depend on the mass of the substance.
No. The specific heat of water is 4.18 J/K/g or 1.0 cal/K/g no matter what the temperature.
No it does not, specific heat depends upon the substance, not the amount of it.
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specific heat capacity
The specific heat capacity of a substance is the amount of energy required to increase the temperature of a said substance 1o K. The capacity is measured in kilojoules divided by kilogram time degrees Kelvin (kJ/Kg k). So, if the specific heat capacity of a substance is high, it requires a very large amount of energy to increase the temperature, and if it has a low specific heat capacity, the required energy will be lower.
Whichever of them has the lowest specific heat capacity will take the least energy to raise its temperature, and whichever has the highest specific heat capacity will take the most energy.
By using the definition of "specific heat". You add a certain amount of heat, and see how much the temperature increases. You also need to measure the sample's mass. Then divide the amount of heat by (mass x temperature increase).
No, no. Of course not. The amount of heat Q required to increase the temperature of a body of mass m having specific heat capacity c through DO degrees celsius is given by: Q = mcDO Thus, the one with the higher specific heat capacity will require more heat energy.
Specific heat capacity is the amount of energy or heat required to raise the temperature of a unit mass of a substance by one kelvin. So if the specific heat capacity is high then you would require more energy or heat to raise its temperature. The specific heat capacity does not really have anything to do with how much you can increase an objects temperature. IT HAS TO DO WITH THE ENERGY NEEDED TO INCREASE THE TEMPERATURE.
Density is directly proportional to the specific heat.
specific heat capacity
the amount of heat need to increase the temperature of 1 g of a substnace 1 C; also called specific heat capacity
Sand needs least energy to increase the temperature as its specific heat is very low compared to that of water. Water needs more energy to increase its temperature as its specific heat capacity is higher.
The specific heat capacity of a substance is the amount of energy required to increase the temperature of a said substance 1o K. The capacity is measured in kilojoules divided by kilogram time degrees Kelvin (kJ/Kg k). So, if the specific heat capacity of a substance is high, it requires a very large amount of energy to increase the temperature, and if it has a low specific heat capacity, the required energy will be lower.
The effect of temperature on specific heat of material is referred to as specific heat capacity.
Whichever of them has the lowest specific heat capacity will take the least energy to raise its temperature, and whichever has the highest specific heat capacity will take the most energy.
The specific heat capacity of a substance is the amount of energy required to increase the temperature of a said substance 1o K. The capacity is measured in kilojoules divided by kilogram time degrees Kelvin (kJ/Kg k). So, if the specific heat capacity of a substance is high, it requires a very large amount of energy to increase the temperature, and if it has a low specific heat capacity, the required energy will be lower.
By using the definition of "specific heat". You add a certain amount of heat, and see how much the temperature increases. You also need to measure the sample's mass. Then divide the amount of heat by (mass x temperature increase).
345 J ok good
No, no. Of course not. The amount of heat Q required to increase the temperature of a body of mass m having specific heat capacity c through DO degrees celsius is given by: Q = mcDO Thus, the one with the higher specific heat capacity will require more heat energy.