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Which of the alternatives gives correct ...

Which of the alternatives gives correct match of column_i with column-II ?
`{:("","Column-I","","Column-II"),((a),"Binding energy per nucleon for" ""^(56)Fe,(i),5.5 M eV),((b),"Energy of" alpha-"particle in geiger marsden experiment",(ii),200 M eV),((c ),"Energy of photon of visible light",(iii),8.75 M eV),((d),"Energy released in fission of a uranium nucleus",(iv),2 eV):}|`

A

a(i),b(iii),c(iv),d(ii)

B

a(iii),b(i),c(ii),d(iv)

C

a(iii),b(i),c(iv),d(ii)

D

a(i),b(iv),c(ii),d(iii)

Text Solution

AI Generated Solution

The correct Answer is:
To solve the problem of matching the items in Column-I with those in Column-II, we will analyze each item in Column-I and find the corresponding value in Column-II. ### Step-by-Step Solution: 1. **Binding energy per nucleon for \(^{56}Fe\)**: - The binding energy per nucleon for iron-56 is known to be approximately 8.75 MeV. This indicates how tightly the nucleons are bound within the nucleus. - **Match**: (a) with (iii) - 8.75 MeV. 2. **Energy of alpha-particle in Geiger-Marsden experiment**: - The energy of the alpha particles used in the Geiger-Marsden experiment is approximately 5.5 MeV. This experiment was crucial in understanding the structure of the atom. - **Match**: (b) with (i) - 5.5 MeV. 3. **Energy of photon of visible light**: - The energy of a photon in the visible spectrum is typically around 2 eV. This energy corresponds to the light that is visible to the human eye. - **Match**: (c) with (iv) - 2 eV. 4. **Energy released in fission of a uranium nucleus**: - The energy released during the fission of a uranium nucleus is significantly high, typically around 200 MeV. This is the energy released when a heavy nucleus splits into smaller nuclei. - **Match**: (d) with (ii) - 200 MeV. ### Final Matches: - (a) → (iii) : Binding energy per nucleon for \(^{56}Fe\) → 8.75 MeV - (b) → (i) : Energy of alpha-particle in Geiger-Marsden experiment → 5.5 MeV - (c) → (iv) : Energy of photon of visible light → 2 eV - (d) → (ii) : Energy released in fission of a uranium nucleus → 200 MeV ### Conclusion: The correct matches are: - (a) → (iii) - (b) → (i) - (c) → (iv) - (d) → (ii)
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