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43. Bohr’s Model and Physics of the Atom
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Q35 of 106 Page 384

The count rate of nuclear radiation coming from a radioactive sample containing 128I varies with time as follows.

(a) Plot ln(R0/R) against t.


(b) From the slope of the best straight line through the points, find the decay constant λ.


(c) Calculate the half-life t1/2.


We take R˳ at time t=t˳ i.e. R˳= 30× 109 s-1

(a)







(b) As ln(R0/R) = λt


So, slope of this curve will give the value of λ


∴


(c)


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26

The half-life of a radioisotope is 10 h. Find the total number of disintegrations in the tenth hour measured from a time when the activity was 1 Ci.

29

Carbon (Z = 6) with mass number 11 decays to boron (Z = 5).

(a) Is it is β+-decay or a β–-decay?


(b) The half-life of the decay scheme is 20.3 minutes. How much time will elapse before a mixture of 90% carbon-11 and 10% boron-11 (by the number of atoms) converts itself into a mixture of 10% carbon-11 and 90% boron-11?


41

A vessel of volume 125 cm3 contains tritium (3H, t1/2 = 12.3 y) at 500 kPa and 300 K. Calculate the activity of the gas.

50

Calculate the Q-values of the following fusion reactions:

(a)


(b)


(c)


Atomic masses are = 2.014102 u, = 3.016049 u, = 3.016029 u, = 4.002603 u.


Questions · 106
43. Bohr’s Model and Physics of the Atom
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