E= mc�θ where m - mass of the substance
c - Specific heat capacity
�θ - Change in temperature
So, Energy added = 1 X 600 X (100-20)
1000
= 48,000J
600 x 1 x (100-20) = 48000 Joules = 48 kJ
48,000 j
51,520 J
Specific temperature is an amount of heat per unit mass required to raise the temperature by one degree Celsius.
Yes. Increase in body temperature increase your basal metabolic rate. This hold true for rise in temperature for few degree Celsius only.
If the water had lower specific heat capacity than the body temperature would be higher as less energy would be required to increase the temperature by 1 degree celsius but seeing that the hypothalamus is responsible for keeping the temperature regulated, The average temperature would remain same as the current body temperature favours a lot of enzyme activity as well.
It can be calculated in a simple manner. The formula for finding it is: V(t) = Vo + 0.61t This formula shows that for one degree rise in temperature, the increase in velocity will be 0.61m/s
The speed of sound increases by approx 0.6 metres/second for every Celsius degree increase in temperature.
The amount of heat required to increase the temperature of the substance to 1 degree greater than that of the initial temperature of the body!
It means that it takes more energy to raise the object's temperature by 1 degree than it does to increase the temperature of water by 1 degree..
correct
No specific temperature. -273.63 degree C to 115 degree C.
No specific temperature. -273.63 degree C to 115 degree C.
A 5 degree Fahrenheit increase is less than a 5 degree Celsius increase
100 degree
Specific temperature is an amount of heat per unit mass required to raise the temperature by one degree Celsius.
A 16 degree increase !
one degree centigrade is greater increase in temperature than one degreeFahrenheit.
There is no specific temperature. Lukewarm typically means neutral in temperature to the skin.
A 1 degree increase in either is the same increase in the amount of thermodynamic temperature. In layman's terms, a 1 degree increase in either feels the same.