Find the Data given and solve it, If the thermal energy of a metal with specific heat capacity of 40j/kgk is 15j, find the thermal energy of another metal of the same temperature, if the specific heat capacity of the metal is 0.3j/kgk.
Well, well, well... looks like we have a thermal energy mystery on our hands. Let's bring out the magnifying glass and solve this case!
To find the thermal energy of another metal, we'll use the formula:
Thermal Energy = (Mass) x (Specific Heat Capacity) x (Change in Temperature)
Now, hold on to your funny bones, folks! We need to know the mass and change in temperature between the two metals. Without that information, we can't get far in our investigation. So, I'm afraid we'll have to leave this case unresolved.
But fret not, my friend! I have plenty more jokes up my sleeve if you'd like to stick around.
To find the thermal energy of the second metal, we can use the formula:
Thermal Energy = Mass × Specific Heat Capacity × Change in Temperature
1. We are given the thermal energy of the first metal as 15 J and the specific heat capacity of the first metal as 40 J/kgK.
2. Now, let's assume the mass of the first metal is M1 kg. We don't know the change in temperature for either metal, so we will represent it as ΔT.
3. Using the provided information, we can write the equation for the first metal:
15 J = M1 kg × 40 J/kgK × ΔT
4. Now, we are given that the specific heat capacity of the second metal is 0.3 J/kgK.
5. Let's assume the mass of the second metal is M2 kg. We can write the equation for the second metal as:
Thermal Energy (second metal) = M2 kg × 0.3 J/kgK × ΔT
To find the thermal energy of the second metal, we need to know the change in temperature (ΔT) as well as the mass of the second metal. Without this information, we cannot calculate the thermal energy of the second metal.