for a first order reaction the time taken for 0.8 mole of A to produce 0.6 mole of B is 1 hour .what is the time taken for the content of 0.9 mole of a to produce 0.675 mole of A
pls answer it fast guys
nverma0811:
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Chemistry
Best Answer
for the reaction
A ---> B
the rate of the reaction can be considered
rate = -d[A] / dt
where
[ ] means concentration
the "-" is because the concentration of [A] is dropping
and d[A] / dt is change in concentration of A per time
make sense?
also.. we know that rate is proportional to the amount of A present. Actually to the concentration of A. The higher the concentration.. the faster the rate...
ie..
rate α [A]
and if we put in a constant
rate = k x [A]
and because sometimes the mechanisms require two molecules of A to collide and sometimes 1 molecule can convert by itself.. there's an exponent on that [A]
rate = k x [A]^n
putting those two equations together..
rate = -d[A] / dt = k x [A]^n
agreed?
Best Answer
for the reaction
A ---> B
the rate of the reaction can be considered
rate = -d[A] / dt
where
[ ] means concentration
the "-" is because the concentration of [A] is dropping
and d[A] / dt is change in concentration of A per time
make sense?
also.. we know that rate is proportional to the amount of A present. Actually to the concentration of A. The higher the concentration.. the faster the rate...
ie..
rate α [A]
and if we put in a constant
rate = k x [A]
and because sometimes the mechanisms require two molecules of A to collide and sometimes 1 molecule can convert by itself.. there's an exponent on that [A]
rate = k x [A]^n
putting those two equations together..
rate = -d[A] / dt = k x [A]^n
agreed?
Answered by
2
for first order reaction ,
t = 2.303log(a/a-x) / k ....................1
k is rate constant ..
when .8 mol of A produces .6mol of B then .8-.6 = .2 mol of A is left ...
final moles A = a-x = .2
initial moles = a = .8
time taken = 1hr
by plugging these values in eq 1 , we get
k = 2.303log4 ...............2
n second case , .9mol of A produces .675mols of B so remaining moles
of A are .9-.675 = .225
final moles of A = a-x = .225
initial mole = .9
now againg using eq 1
t = 2.303log(.9/.225)/k
=2.303log4/k
k = 2.303log4 , so
t = 1hr
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