Answer:
a. [tex]=9.1x10^3gC_3H_8[/tex]
b. [tex]2.1x10^2molC_3H_8[/tex]
c. [tex]Q=-4.6x10^5kJ[/tex]
Explanation:
Hello,
a. By applying the given information, one obtains:
[tex]20lbC_3H_8*\frac{454gC_3H_8}{1lbC_3H_8} =9.1x10^3gC_3H_8[/tex]
b. By knowing that the propane has a molecular mass of 44g/mol, one obtains:
[tex]20lbC_3H_8*\frac{454gC_3H_8}{1lbC_3H_8}*\frac{1molC_3H_8}{44gC_3H_8} =2.1x10^2molC_3H_8[/tex]
c. Here, the propane's combustion chemical reaction is stated:
[tex]C_3H_8+5O_2-->3CO_2+4H_2O[/tex]
This enthalpy of reaction is computed via:
Δ[tex]rH=(3*-393.5kJ/mol)+(4*241kJ/mol)-(-104.7kJ/mol)=-2043kJ/mol[/tex]
Finally, since it is done for 20 lb of propane ([tex]2.1x10^2molC_3H_8[/tex]), the obtainable energy is:
[tex]Q=-2043kJ/mol*2.1x10^2molC_3H_8\\Q=-4.6x10^5kJ[/tex]
Best regards.