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RADIOACTIVE DECAY
MASS NUMBER = # PROTONS + # NEUTRONS
ATOMIC NUMBER = # OF PROTONS
PARENT ISOTOPE DAUGHTER ISOTOPE
234 4 230
Alpha Decay: U ->
He + Th
92 2 90
Uranium-234, Alpha Particle, Thorium -230
MASS NUMBER:
234 ---> 4 + 230
ATOMIC NUMBER: 92 ---> 2 + 90
235 0 235
Beta Decay: U -> B + Np
92 -1 93
Uranium-235, Beta Particle, Neptunium-235
40
- 0 40
Electron Capture: K + e (or
B) -> Ar
19 -1 18
The rate of radioactive decay of an isotope can be used in age determinations .
RADIOACTIVE DECAY
N0 = original quantity of parent isotope
N = quantity after some elapsed time
k = the decay constant = change in quantity/change in time
In(N/N0) = -kt =
In (quantity after some elapsed time = t)
(quantity at time = 0)
= -(rate of decay) (time, t)
t1/2 = half life = the time at which 1/2 of the parent isotope has
decayed to form daughter isotopes
Thus, time = t1/2 when N = 1/2N0 and the following is true:
ln[(1/2(N0))/N0] = -kt1/2
In(1/2) = -kt1/2 = -In 2
t1/2 = 0.693/k
(t1/2)/0.693
In(N/N0) = -kt
t = In(N/N0)/-k










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