Answer:
At X= 0.01 :Cx=0.87%C
At X=0.05 :Cx=0.43%
At X=0.10 : Cx= 0.18%C
Step-by-step explanation:
Using constant values from literature
D=0.23exp[-32900/(1.987)(1213)]=42*10-8cm2/s
Also(1-Cx/1-0.1)=erf[x/(2✓(42*10^-8)(3600)]=erf(x/0.778)
At X=0.01:erf(0.01/0.0778)
So erf(0.1281)*0.9=1-Cx Cx=1+erf(0.1281)*0.9=0.87%C
For X=0.05 : erf(0.05/0.0778)*0.9=1-Cx
Cx= 0.43%C
For X=0.10:erf ( 0.10/0.778)*0.9=1-Cx
Cx= 0.18%C