Question #220835

How many moles of H2 and HI will be present at equilbrium if 0.1570 mol HI are placed into a 1-L flask and allowed to react at a temperature where for the following reaction takes place:

2HI(g)  H2(g) + I2(g)K = 10.8



1
Expert's answer
2021-07-27T18:40:01-0400

Concentration of HI initially=0.15701=0.1570M=\frac{0.1570}{1}=0.1570M


2HI(g)=H2(g)+I2(g)2HI(g) = H_2(g) + I_2(g) K=10.8K = 10.8


K=(H2)(12)(HI)2K=\frac{(H_2)(1_2)}{(HI)^2} =(x)(x)(0.15702x)2=10.8\frac{(x)(x)}{(0.1570-2x)^2}=10.8


K=[x0.1570+2x]2=10.8K=[\frac{x}{0.1570+2x}]^2=10.8


K=[x0.15702x]=3.29K=[\frac{x}{0.1570-2x}]=3.29


0.15702x=3.29x0.1570-2x=3.29x


x=0.03x= 0.03 hence the equlibrium


H2 =0.03





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