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Would the change in enthalpy (ΔH) for the dissolution of urea in water be positive or negative?


Homemade reactor for water coolingHow do I calculate the enthalpy change when a gas is being used to heat water?Calculating amount of ice required for heat lossHow to calculate the heat of dissolution from a calorimeter experiment?Heat given off from an electrochemical cell compared to mixing reactantsHow to determine whether the enthalpy of solution is positive or negative by calorimetry?Calculating heat of combustion via calorimetryCalculating enthalpy of dissolutionheat of fusion in an equationCalculating the heat of reaction for Mg metal and HCl













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$begingroup$



To test the properties of a fertilizer, $15.0 mathrm g$ of urea, $ceNH2CONH2(s)$, is dissolved in $150 mathrmmL$ of water in a simple calorimeter. A temperature change from $20.6 mathrm^circ C$ to $17.8 mathrm^circ C$ is measured. Calculate the molar enthalpy of solution for the fertilizer urea




I worked through this question by finding $Q = mcDelta T$, and then dividing $Q$ by the moles of urea present. I can tell the process is endothermic because $Delta T$ is negative, however my answer for $Delta H$ comes out as negative, which would only make sense if this was an exothermic reaction. I'm not sure where I am wrong to be honest.



Here is my work:



work for enthalpy problem$$Delta H = (150 mathrmmL times 1 mathrmg/mL times 4.18 mathrmJ/(g ^circ C) times -2.8 mathrm^circ C) / (15 mathrm g / 60.07 mathrm g) = -7030.59 mathrmJ/mol = -7.03 mathrmkJ/mol$$



TL;DR - question asks for $Delta H$ of an endothermic process, not sure if my answer should be positive or negative










share|improve this question











$endgroup$
















    4












    $begingroup$



    To test the properties of a fertilizer, $15.0 mathrm g$ of urea, $ceNH2CONH2(s)$, is dissolved in $150 mathrmmL$ of water in a simple calorimeter. A temperature change from $20.6 mathrm^circ C$ to $17.8 mathrm^circ C$ is measured. Calculate the molar enthalpy of solution for the fertilizer urea




    I worked through this question by finding $Q = mcDelta T$, and then dividing $Q$ by the moles of urea present. I can tell the process is endothermic because $Delta T$ is negative, however my answer for $Delta H$ comes out as negative, which would only make sense if this was an exothermic reaction. I'm not sure where I am wrong to be honest.



    Here is my work:



    work for enthalpy problem$$Delta H = (150 mathrmmL times 1 mathrmg/mL times 4.18 mathrmJ/(g ^circ C) times -2.8 mathrm^circ C) / (15 mathrm g / 60.07 mathrm g) = -7030.59 mathrmJ/mol = -7.03 mathrmkJ/mol$$



    TL;DR - question asks for $Delta H$ of an endothermic process, not sure if my answer should be positive or negative










    share|improve this question











    $endgroup$














      4












      4








      4





      $begingroup$



      To test the properties of a fertilizer, $15.0 mathrm g$ of urea, $ceNH2CONH2(s)$, is dissolved in $150 mathrmmL$ of water in a simple calorimeter. A temperature change from $20.6 mathrm^circ C$ to $17.8 mathrm^circ C$ is measured. Calculate the molar enthalpy of solution for the fertilizer urea




      I worked through this question by finding $Q = mcDelta T$, and then dividing $Q$ by the moles of urea present. I can tell the process is endothermic because $Delta T$ is negative, however my answer for $Delta H$ comes out as negative, which would only make sense if this was an exothermic reaction. I'm not sure where I am wrong to be honest.



      Here is my work:



      work for enthalpy problem$$Delta H = (150 mathrmmL times 1 mathrmg/mL times 4.18 mathrmJ/(g ^circ C) times -2.8 mathrm^circ C) / (15 mathrm g / 60.07 mathrm g) = -7030.59 mathrmJ/mol = -7.03 mathrmkJ/mol$$



      TL;DR - question asks for $Delta H$ of an endothermic process, not sure if my answer should be positive or negative










      share|improve this question











      $endgroup$





      To test the properties of a fertilizer, $15.0 mathrm g$ of urea, $ceNH2CONH2(s)$, is dissolved in $150 mathrmmL$ of water in a simple calorimeter. A temperature change from $20.6 mathrm^circ C$ to $17.8 mathrm^circ C$ is measured. Calculate the molar enthalpy of solution for the fertilizer urea




      I worked through this question by finding $Q = mcDelta T$, and then dividing $Q$ by the moles of urea present. I can tell the process is endothermic because $Delta T$ is negative, however my answer for $Delta H$ comes out as negative, which would only make sense if this was an exothermic reaction. I'm not sure where I am wrong to be honest.



      Here is my work:



      work for enthalpy problem$$Delta H = (150 mathrmmL times 1 mathrmg/mL times 4.18 mathrmJ/(g ^circ C) times -2.8 mathrm^circ C) / (15 mathrm g / 60.07 mathrm g) = -7030.59 mathrmJ/mol = -7.03 mathrmkJ/mol$$



      TL;DR - question asks for $Delta H$ of an endothermic process, not sure if my answer should be positive or negative







      thermodynamics water aqueous-solution enthalpy






      share|improve this question















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      edited Apr 26 at 5:34









      Loong

      34.6k886184




      34.6k886184










      asked Apr 25 at 22:21









      ZedEmZedEm

      234




      234




















          1 Answer
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          $begingroup$

          The sign of Q depends on the perspective. The water temperature decreased because it "lost" heat. The process of dissolving urea required energy, it "gained" energy. If I give you a penny, should that be +1 or -1 penny? Well, it depends who you ask.



          In your answer, you are missing a negative sign in $Delta H=−Q$ the way you start out with $Q$ from the perspective of the water.






          share|improve this answer









          $endgroup$













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            1 Answer
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            $begingroup$

            The sign of Q depends on the perspective. The water temperature decreased because it "lost" heat. The process of dissolving urea required energy, it "gained" energy. If I give you a penny, should that be +1 or -1 penny? Well, it depends who you ask.



            In your answer, you are missing a negative sign in $Delta H=−Q$ the way you start out with $Q$ from the perspective of the water.






            share|improve this answer









            $endgroup$

















              4












              $begingroup$

              The sign of Q depends on the perspective. The water temperature decreased because it "lost" heat. The process of dissolving urea required energy, it "gained" energy. If I give you a penny, should that be +1 or -1 penny? Well, it depends who you ask.



              In your answer, you are missing a negative sign in $Delta H=−Q$ the way you start out with $Q$ from the perspective of the water.






              share|improve this answer









              $endgroup$















                4












                4








                4





                $begingroup$

                The sign of Q depends on the perspective. The water temperature decreased because it "lost" heat. The process of dissolving urea required energy, it "gained" energy. If I give you a penny, should that be +1 or -1 penny? Well, it depends who you ask.



                In your answer, you are missing a negative sign in $Delta H=−Q$ the way you start out with $Q$ from the perspective of the water.






                share|improve this answer









                $endgroup$



                The sign of Q depends on the perspective. The water temperature decreased because it "lost" heat. The process of dissolving urea required energy, it "gained" energy. If I give you a penny, should that be +1 or -1 penny? Well, it depends who you ask.



                In your answer, you are missing a negative sign in $Delta H=−Q$ the way you start out with $Q$ from the perspective of the water.







                share|improve this answer












                share|improve this answer



                share|improve this answer










                answered Apr 25 at 23:02









                Karsten TheisKarsten Theis

                5,621745




                5,621745



























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