1 mole of hydrogen and 2 moles of iodine are taken initially in a 2 litre vessel. the no: of moles of hydrogen at equilibrium is 0.2. then the no: of moles of iodine and hydrogen iodide at equilibrium are:
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H2 + I2 ---> 2HI
at initial
1/2 mole/l of H2
2/2 mole/l of I2
and zero mole/l
now at equilibrium
(0.5-x)mole/l of H2
(1-x) mole/l of I2
and (1-2x)mole/l
of HI
here we see limiting reagents is H2 hence
concentration of HI is related to H2 not I2
now a/c
0.5-x=0.2/2=0.1
x=0.4mole/l
hence I2 concentration is 1-0.4=0.6mole/l
hence no of mole of I2
=0.6x2=1.2mole
now concentration of HI=1-2(0.1)=0.8
because concentration of H2=0.1mole/l
now no of mole of HI=0.8x2=1.6
at initial
1/2 mole/l of H2
2/2 mole/l of I2
and zero mole/l
now at equilibrium
(0.5-x)mole/l of H2
(1-x) mole/l of I2
and (1-2x)mole/l
of HI
here we see limiting reagents is H2 hence
concentration of HI is related to H2 not I2
now a/c
0.5-x=0.2/2=0.1
x=0.4mole/l
hence I2 concentration is 1-0.4=0.6mole/l
hence no of mole of I2
=0.6x2=1.2mole
now concentration of HI=1-2(0.1)=0.8
because concentration of H2=0.1mole/l
now no of mole of HI=0.8x2=1.6
abhi178:
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Answered by
7
Answer:
Explanation:
1.2 and 1.6
Solution :
H2(g) + I2(g) ⇔2HI(g)
Initial moles 1 2 0
Equilibrium moles 1−x 2-x ⇔2x
nH2 = 1−x = 0.2
or x = 1.0−0.2 = 0.8
∴nI2 =2−x =2−0.8 =1.2
nHI =2x =2(0.8) =1.6
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