Nuclear Physics and RadioactivityMedium
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
A radioactive element X converts into another stable element Y. Half-life of X is 2h. Initially, only X is present after...Fusion reaction is possible at high temperature because -...Which on of the following is a possible nuclear reaction...The order of magnitude of the density of a uranium nucleus is ($m_p = 1.67 \times 10^{-27}$ kg)...The stable nucleus that has a radius 1/3 that of Os189 is -...