40% of a mixture of 0.2 mol of n2 and 0.6 mol of h2 reacts to give nh3 according to the equation : n (g)+3h (g) 2nh (g) â 2 2 3 at constant temperature and pressure. Then the ratio of the final volume to the initial volume of gases are
Answers
Answered by
87
Hey mate,
# Answer- 4:5
# Explaination-
For given reaction
N2 + 3H2 ---> 2NH3
(0.2-x) (0.6-3x) 2x
Also 40% reactants burnt, hence 60% left
Now
(0.2-x)+(0.6-3x)=60%×(0.2+0.6)
Solving this we'll get,
x=0.08
Now initial moles
n1=0.2+0.6=0.8
And final moles n2=(0.2-0.08)+(0.6-3*0.08)+(2*0.08) = 0.64
Lets calculate,
final volume/initial volume
= final moles/initial moles
= 0.64/08
= 0.8
Ratio of final volume to initial volume is 0.8=4/5.
Thanks for asking...
Now The ratio of mol=volume=0.64/0.8=4/5(You have to notice 40 percent reacted and 60 percent left )
# Answer- 4:5
# Explaination-
For given reaction
N2 + 3H2 ---> 2NH3
(0.2-x) (0.6-3x) 2x
Also 40% reactants burnt, hence 60% left
Now
(0.2-x)+(0.6-3x)=60%×(0.2+0.6)
Solving this we'll get,
x=0.08
Now initial moles
n1=0.2+0.6=0.8
And final moles n2=(0.2-0.08)+(0.6-3*0.08)+(2*0.08) = 0.64
Lets calculate,
final volume/initial volume
= final moles/initial moles
= 0.64/08
= 0.8
Ratio of final volume to initial volume is 0.8=4/5.
Thanks for asking...
Now The ratio of mol=volume=0.64/0.8=4/5(You have to notice 40 percent reacted and 60 percent left )
Answered by
7
Answer:
4:5
Explanation:see the photo
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