Physics · Nuclear Physics

JEE Main 2026 — 2 April, Evening Shift — Question 16

The binding energy per nucleon of 83209Bi^{209}_{83}\mathrm{Bi} is MeV. [Take m(83209Bi)=208.980388um(^{209}_{83}\mathrm{Bi})=208.980388\mathrm{u}, mp=1.007825um_p=1.007825\mathrm{u}, mn=1.008665um_n=1.008665\mathrm{u}, 1u=931MeV/c21\mathrm{u}=931\mathrm{MeV}/c^2]

  1. Option A:

    7.48

  2. Option B:

    7.84

    Correct
  3. Option C:

    8.79

  4. Option D:

    6.94

Answer: B

Step-by-step solution

Δm=83mp+126mn−mBi=1.760877u\Delta m = 83m_p+126m_n - m_{Bi}=1.760877u, BE = 1.760877×931=1639.3764 MeV, BE/A = 1639.3764/209=7.8439 MeV

Answer key and solution verified before publishing.

Practise Nuclear Physics

Start with this question, then two more from the same chapter — with a tutor that explains every step. Free.

Exam
JEE Main 2026
Subject
Physics
Chapter
Nuclear Physics
Topic
Mass Defect, Binding Energy and Q-Value of Nuclear Reaction
The binding energy per nucleon of 209 83 Bi is MeV. [Take m( 209 83… | JEE Main 2026 PYQ with Solution · DhiX AI