The specific heat capacity of a substance is the amount of energy required to raise the temperature of 1 g of a substance by 1 degree Celsius.
If we have 1 g of each of the metals A and B, and the amount of heat supplied for each of the metals is 1000.0J, then:
find the raise in temperature for each of the metals:
"q=cm\\Delta T"
"\\Delta T = \\frac{q}{cm}"
"\\Delta T (A) = \\frac{1000. 0J}{0.450 \\frac{J}{g\\times ^\\circ C}\\times 1 g}=2222.22 ^\\circ C"
"\\Delta T(B) = \\frac{1000.0 J}{1.250 \\frac{J}{g\\times ^\\circ C}\\times 1 g}=800 ^\\circ C"
So, we can see that the smaller the heat capacity of a metal the more it will be heated when the equal amount of heat is supplied to both metals.
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