Question #96931
Acetylene is synthesized using 4.56 g of calcium carbide and enough water to complete the reaction. The residue left behind was measured to be 9.45 mL an aqueous Ca(OH)2. The residue was titrated with 0.500 M HCl and endpoint was reached after 2.55 mL was added. What is the percent yield of the reaction?

Acetylene – 26.04 g/mol; calcium carbide – 64.099 g/mol; calcium hydroxide – 74.093 g/mol

PLEASE LIMIT YOUR ANSWER TO 4 S.F.
1
Expert's answer
2019-10-23T07:00:46-0400
CaC2+2H2OCa(OH)2+C2H2CaC_2 + 2H_2O \rightarrow Ca(OH)_2 + C_2H_2

Find theoretical mass of Ca(OH)2:


n(CaC2)=mM=4.5664.099=0.07114moln(CaC_2) = \frac{m}{M} = \frac{4.56}{64.099}=0.07114 mol


n(Ca(OH)2)=n(C2H2)=0.07114moln(Ca(OH)_2) = n(C_2H_2) = 0.07114 mol


mtheor(Ca(OH)2)=n×M=0.0714×74.093=5.271gm_{theor}(Ca(OH)_2) = n\times M = 0.0714 \times 74.093 = 5.271 g


Find actual mass of Ca(OH)2:



Ca(OH)2+2HClCaCl2+2H2OCa(OH)_2 + 2HCl \rightarrow CaCl_2 + 2H_2O

n(HCl)=c×V=0.500×0.00255=0.001275moln(HCl )= c\times V = 0.500 \times 0.00255 = 0.001275 mol


n(Ca(OH)2)=n(HCl)2=0.0012752=0.0006375moln(Ca(OH)_2) = \frac{n(HCl)}{2} = \frac{0.001275}{2} = 0.0006375 mol


mactual(Ca(OH)2)=n×M=0.0006375×74.093=0.04723gm_{actual} (Ca(OH)_2) = n\times M = 0.0006375 \times 74.093 = 0.04723 g




Yield=mactualmtheoretical×100%=0.047235.271×100%=0.8961%Yield = \frac{m_{actual}}{m_{theoretical}}\times 100 \% =\frac{0.04723}{5.271}\times 100\% = 0.8961 \%


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