Respuesta :
The concentration in mol/l of reactant after 1.5 s is calculated as follows
from first order integrated equation
In (A)t = - Kt + In (A)o where
At = final concentration =?
A)o =initial concentration =0.27 M
K = constant=0.75
T=temperature = 1.5 s
in( A)t = -0.75(1.5) + in(0.27)
In (A)t =-1.125 +-1.31 =-2.435
In(A)t =-2.435
In (A)t = e
find the e value
( A)t is therefore =0.0876 mol/l
from first order integrated equation
In (A)t = - Kt + In (A)o where
At = final concentration =?
A)o =initial concentration =0.27 M
K = constant=0.75
T=temperature = 1.5 s
in( A)t = -0.75(1.5) + in(0.27)
In (A)t =-1.125 +-1.31 =-2.435
In(A)t =-2.435
In (A)t = e
find the e value
( A)t is therefore =0.0876 mol/l
The final concentration of the reactant after 1.5 s has been 0.0876 mol/L.
The rate reaction for the first order reaction has been given by:
log [Initial concentration] = - rate constant [tex]\times[/tex] time + log [Final concentration]
The given reaction has:
Initial concentration = 0.27 M
Rate constant = 0.75/s
Time = 1.5 s
The final concentration can be given by:
log [0.27] = - 0.75 [tex]\times[/tex] 1.5 + log [Final concentration]
log [0.27] = - 1.125 + log [Final concentration]
log [Final concentration] = - 1.125 - log [0.27]
log [Final concentration] = - 1.125 + (-1.31)
log [Final concentration] = - 2.435
Final concentration = 0.0876 mol/L
The final concentration of the reactant after 1.5 s has been 0.0876 mol/L.
For more information about first order reaction, refer to the link:
https://brainly.com/question/12209424
