Half Life
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Under the same reaction conditions, the initial concentration of 1.386 mol dm−3 of a substance becomes half in 40 s and 20 s through first order and zero order kinetics, respectively.
The ratio (k1/k0 of the rate constants for first order (k1) and zero order (k0)of the reaction is
- 0.5mol −1dm3
- 1.0mol dm−3
- 1.5mol dm−3
- 2.0mol −1dm3
a)3
b)2
c)1
d)0
- 100
- 49.95
- 10
- 1000
- 6.25 M
- 1.25 M
- 0.125 M
- 0.625 M
- 0.231 s−1
- 2.31 s−1
- 0.0231 s−1
- 2.31×10−3s−1
Under the same reaction conditions, initial concentration of 1.386 mol dm−3 of a substance becomes half in 40 s amd 20 s through first order and zero order kinetics respectively. Ratio (k1k0) of the rate constants for first order (k1) and zero order (k0) of the reaction is:
0.5 mol−1 dm3
1.0 mol dm−3
2.0 mol−1 dm3
1.5 mol dm−3
- 20 hours
- 10 hours
- 7.5 hours
- 5 hours
- 2.5 hrs
- 5 hrs
- 10 hrs
- 40 hrs
- Independent of the initial concentration of the reactant
- Directly proportional to the initial concentration of the reactant
- Inversely proportional to the initial concentration of the reactant
- Directly proportional to the square of the initial concentration of the reactant
What is a half-life?
- 1.25 g
- 0.39 g
- 1.77 g
- 0.5 g
- 2
- 1
- 1/2
- None
- the amount of the element
- the pressure
- the temperature
- none of the above
How rate of reaction depends upon concentration
the radioactive isotopes decay at such a rate that after 192 minute only 1/16 of original amount remain. calculate the half life period.