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This is problem 67 from chapter 13, a fifth edition introductory chemistry.
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This question provides us with several properties of aluminum and asks us to calculate several energy values.
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Part a asks us to find the energy needed to heat one mole of aluminum from 25c to its normal melting point, which we are told is 658c.
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This means that we need to use our energy equals mass times specific.
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Heat capacity times change in temperature.
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So to put numbers to that, for mass, we need to multiply by our given 1 .00 moles, multiplied by the molar mass, which is 27 .0 grams per mole.
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Multiply then by the specific heat capacity, which is 0 .902 joules per gram degree celsius.
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And then additionally multiply by the change in temperature, which is final temperature of 658 degrees c, minus our starting temperature of 25 degrees c.
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Plugging all that in, we end up with a total value of 15 .4 kilojoules...