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Calculate the nuclear mass density of .9...

Calculate the nuclear mass density of `._92U^(238)`. Given `R_0=1.5` fermi and mass of each nucleon is `1.67xx10^(-27)kg`.

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The correct Answer is:
`1.18 xx 10^(17) kgm^(-3)`
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SL ARORA-ATOMS, NUCLEI AND MOLECULES-Problems For Self Practice
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  6. Calculate the binding energy of a deutron. Given that mass of proton...

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  7. The binding energy of .(10)Ne^(20) is 160.6 MeV. Find its atomic mass....

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  11. Calculate the binding energy in MeV of Uranium 238 from the following ...

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  12. A uranium nucleus (atomic number 92, mass number 231) emits an alpha-p...

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  13. .(92)U^(238) on absorbing a neutron goes over to .(92)U^(239). This nu...

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  14. A radioactive nucleus undergoes a series of decays according to the se...

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  15. In the actinium, series, the first member .(92)U^(235) emits in succes...

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  16. Thorium .(90)Th^(232) is converted into .(89)Pb^(208) by radioactive t...

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  17. Tritium has a half life of 12.5 years against beta decay. What fractio...

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  18. The half -life of polonium is 138 days against alpha decay . What frac...

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  19. The half-life of .(6)C^(14) is 5730 years. What fraction of a sample o...

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  20. After a certain lapse of time, fraction of radioactive polonium undeca...

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