Nuclear Physics and RadioactivityHard
Question
The decay constant of a ratio active substance is 0.173(years)-1. Therefore
Options
A.Nearly 63% of the radioactive substance will decay in (1/0.173)years
B.Half life of the ratio active substance is (1/0.173) years .
C.One - fourth of the radioactive substance will be left after nearly 8 years
D.All the above statements are true
Solution
λ = 0.173, N = Ne-λt
ᐃN = (N0 - N0e-λt) = Decayed amount
ᐃN = N0 (1 - 0.37) = N0 (0.63)
× 100 = 63 %
T1/2 =
= 4year
ᐃN = (N0 - N0e-λt) = Decayed amount
ᐃN = N0 (1 - 0.37) = N0 (0.63)
T1/2 =
Create a free account to view solution
View Solution FreeMore Nuclear Physics and Radioactivity Questions
Cut potential for metal photoelectric effect for light of wavelength λ1, λ2 and λ3 will be...How many head - on elastic collisions must a neutron have with deuterium nuclei to reduce it energy from 6.561 MeV to 1 ...A radioactive sample contains three active nuclei. After a half life, number of active nucleus will be-...There are two radio nuclei A and B. A is an alpha emitter and B is a beta emitter. Their disintegration constants are in...Assuming that 200 MeV of energy is released per fission of 92U235 atom. Find the number of fission per second required t...