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Write and balance the combustion reaction for ethanol, C2H5OH(l), under standard thermochemical conditions (25'C). Use Hess'...

Write and balance the combustion reaction for ethanol, C2H5OH(l), under standard thermochemical conditions (25'C). Use Hess' law and standard heats of formation to find deltaHrxn. Remember, this combustion is a reaction with oxygen to produce carbon dioxide and liquid water.

Given 2.72g of ethanol and 5.06g of oxygen gas are allowed to react, determine 1) The mass in grams of each reactant/product after complete reaction. Use the rxn table method to find the limiting reactant and mass of products. 2)The heat released during this combustion 3)If the heat above is absorbed by a styrofoam calorimeter containing 250.0g of water a 25.0'C, what will be the final temperature of the water? Assume the styrofoam calorimeter has a heat capacity of 20.0 J/C

Solutions

Expert Solution

Ans 1) First part

The balanced chemical equation for combustion of ethanol is

C2H5OH + 3O2 -> 2CO2 + 3H2O

Using Hess law ,the above reaction is formed in three steps

a) C+O2 ->CO2                = -393.5

b) H2 + 1/2O2 -> H2O        = -286

c) 2C+3H2 + 1/2O2 -> C2H5OH   = -278

Now we know

              = [2(-393.5)+3(-286)]-[(-278)+0]

                = -1367kj/mol

Ans1) The reaction will be

C2H5OH + 3O2 -> 2CO2 + 3H2O

Now we will calculate the mass of CO2 formed from the mass of 2.72g ethanol and 5.06g of oxygen

Now from ethanol we get

2.72g ethanol x 1mol ethanol/46.06g ethanol x 2mol CO2 /1mol ethanol x44g CO2 /1molCO2

= 5.19g CO2

Similarly from oxygen we get

5.06g O2 x3molO2/32gO2 x 2molCO2 /1molO2 x 44gCO2 /1molCO2

=41.748g CO2

Now we know the reactant that produces a smaller amount is the limiting reagent

Therefore C2H5OH is the limiting reagent

Ans 2) The heat released during the combustion process will

               = [2(-393.5)+3(-282)]-[(-278)+0]

               = -1367kj/mol

Ans 3) Here given mass = 250g

Here T1 =250C

Therefore

c=20J/c

q=-1367Kj/mol = 1367000

Now

T1 -25        = 1367000/250x20

T1-25 = 273.4

T1 =298.40C               

        


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