If the binding energies of the mirror nuclei21Sc41 and 20Ca41 are 343.143 MeV and 350.420 MeV, respectively. The radii of these nuclei by using the semi-empirical mass formula is__________fm (upto two decimalplaces)Correct answer is between '4.70,4.80'. Can you explain this answer?

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If the binding energies of the mirror nuclei ₂₁Sc⁴¹ and ₂₀Ca⁴¹ are 343.143 MeV and 350.420 MeV, respectively. The radii of these nuclei by using the semi-empirical mass formula is__________fm (upto two decimal places)

Correct answer is between '4.70,4.80'. Can you explain this answer?

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If the binding energies of the mirror nuclei21Sc41 and 20Ca41 are 343....

Difference in binding energies of ₂₁Sc⁴¹ and ₂₀Ca⁴¹ = 350.420 - 343.143 = 7.277 MeV
Since, Difference in binding energies of min or nuclei ₂₁Se⁴¹ and ₂₀Ca⁴¹ is equal to difference in Coulomb energies.

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If the binding energies of the mirror nuclei21Sc41 and 20Ca41 are 343.143 MeV and 350.420 MeV, respectively. The radii of these nuclei by using the semi-empirical mass formula is__________fm (upto two decimalplaces)Correct answer is between '4.70,4.80'. Can you explain this answer?

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If the binding energies of the mirror nuclei21Sc41 and 20Ca41 are 343.143 MeV and 350.420 MeV, respectively. The radii of these nuclei by using the semi-empirical mass formula is__________fm (upto two decimalplaces)Correct answer is between '4.70,4.80'. Can you explain this answer? for GATE 2024 is part of GATE preparation. The Question and answers have been prepared according to the GATE exam syllabus. Information about If the binding energies of the mirror nuclei21Sc41 and 20Ca41 are 343.143 MeV and 350.420 MeV, respectively. The radii of these nuclei by using the semi-empirical mass formula is__________fm (upto two decimalplaces)Correct answer is between '4.70,4.80'. Can you explain this answer? covers all topics & solutions for GATE 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for If the binding energies of the mirror nuclei21Sc41 and 20Ca41 are 343.143 MeV and 350.420 MeV, respectively. The radii of these nuclei by using the semi-empirical mass formula is__________fm (upto two decimalplaces)Correct answer is between '4.70,4.80'. Can you explain this answer?.

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