A freshly prepared radioactive source of half-life 2h emits radiation of intensity which is 64 times the permissible safe level.
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Let the permissible radiation level be K. Current emission is 64K
In 2 years, it will emit 32K
In 4 years, it will emit 16K
in 6 years, it emits 8K
and so on
In 12 years, the sample will emit radiation at level K, which is suitable for work
In 2 years, it will emit 32K
In 4 years, it will emit 16K
in 6 years, it emits 8K
and so on
In 12 years, the sample will emit radiation at level K, which is suitable for work
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The minimum time after which it is possible to work safely with the source is 12h.
Half life of the radioactive source = 2h
Intensity of the safe level = 64 times
Thus,
First order decay -
N ( t ) = Ne `-λt
t1/2 = ln2/ λ = 2hr
1/64 = e`-2t
t = 12h
Thus, the minimum time after which it is possible to work safely with the source is 12h.
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