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A narrow beam of thermal neutrons is attenuated `eta= 360 time s` after passing through a cadmium plate of thickness `d= 0.50mm`. Determine the effective corss-section of interaction of these neutrons with cadmium nuclei.

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We have the relation
`(1)/(eta)=e^(-nsigma)`
Here`(1)/(eta)=` attentution factor
`n=` no. of `Cd` nuclei per unit volume
`sigma=` effective cross section
`d=` thickness of the plate
Now `n=(rhoN_(A))/(M)`
`(rho=` density, `M=` Molar weight of `Cd, N_(A)=` Avogadro number.)
Thus `sigma=(M)/(rhoN_(A)d)In eta = 2.53kb`

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