Question #310233

A chemist burned 150.0 g of C3H8 in the presence of 300.0 g of O2 and obtained 210.43 g of CO2. What is the percent yields of the combustion reaction?

1
Expert's answer
2022-03-13T15:16:43-0400

Solution.

m(C3H8)=150.0g;m(C_3H_8)=150.0g;

m(O2)=300.0g;m(O_2)=300.0g;

m(CO2)=210.43g;m(CO_2)=210.43g;

150.0g 300.0g 210.43g

C3H8+5O23CO2+4H2O;C_3H_8+5O_2\to 3CO_2+4H_2O;

ν(C3H8)=150.044=3.41mol;\nu(C_3H_8)=\dfrac{150.0}{44}=3.41mol;

ν(O2)=300.032=9.375mol;\nu(O_2)=\dfrac{300.0}{32}=9.375mol;

3.41mol xmol

C3H8+5O23CO2+4H2O;C_3H_8+5O_2\to 3CO_2+4H_2O;

1 5

x=3.41mol51=17.05;x=\dfrac{3.41 mol\sdot5}{1}=17.05;

9.375mol y

C3H8+5O23CO2+4H2O;C_3H_8+5O_2\to 3CO_2+4H_2O;

5 3

ν(CO2)=9.37535=5.625mol;\nu(CO_2)=\dfrac{9.375\sdot3}{5}=5.625mol;

mt(CO2)=5.62544=247.5g;m_t(CO_2)=5.625\sdot44=247.5g;

η=m(CO2)mt(CO2);\eta=\dfrac{m(CO_2)}{m_t(CO_2)};

η=210.43247.5=0.85=85%;\eta=\dfrac{210.43}{247.5}=0.85=85\%;

Answer: η=85%.\eta=85\%.





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