The average binding energy of the nucleon is

• (A) 931 MeV
• (B) 8.5 MeV
• (C) 1.6 MeV
• (D) 3 MeV

The average binding energy of a nucleon in a nucleus is an important concept in nuclear physics. It represents the energy required to remove a nucleon from the nucleus. Among the options provided, the correct answer is:

Correct Answer

(B) 8.5 MeV

Explanation

This value indicates that, on average, about 8.5 million electron volts of energy is needed to separate a nucleon from the nucleus. This binding energy is crucial for understanding nuclear stability and reactions.

Additional Information

• The binding energy per nucleon varies across different elements.
• Higher binding energy typically means a more stable nucleus.
• Understanding binding energy helps in fields like nuclear energy and medicine.