NEET UG Physics Practice Paper – Electrostatics (Set 7)

NEET UG Physics Practice Paper – Electrostatics (Set 7)

Attempt all 30 MCQs below and check your score instantly with detailed explanations.

1. Coulomb’s law states force is proportional to:




2. SI unit of electric field is:




3. Electric field due to point charge is:




4. Electric potential is:




5. Unit of electric potential:




6. Work done in moving charge depends on:




7. Electric field inside conductor is:




8. Gauss law relates:




9. Electric flux unit is:




10. Capacitance is defined as:




11. Unit of capacitance:




12. Energy stored in capacitor:




13. Capacitance increases with:




14. Parallel plate capacitor depends on:




15. Dielectric increases capacitance by:




16. Electric dipole moment is:




17. Field of dipole varies as:




18. Torque on dipole is:




19. Potential due to dipole varies as:




20. Electric lines of force:




21. Field at center of charged ring:




22. Equipotential surface:




23. Potential energy of charge:




24. Relation between E and V:




25. Work done in closed path:




26. Electric field direction:




27. Capacitance in series:




28. Capacitance in parallel:




29. Breakdown occurs due to:




30. Permittivity unit:




NEET UG Physics Notes – Electrostatics (Set 7)

Electrostatics is a high-weightage and concept-driven topic in NEET UG Physics. It forms the foundation for later topics like current electricity, capacitance, and electromagnetism. The questions in this set cover Coulomb’s law, electric field, potential, capacitance, Gauss law, and dipole concepts.


1. Coulomb’s Law

Coulomb’s law describes the force between two point charges.F=kq1q2r2F = k \frac{q_1 q_2}{r^2}F=kr2q1​q2​​

Key Points:

  • Force is directly proportional to product of charges
  • Inversely proportional to square of distance
  • Acts along the line joining charges
  • Like charges repel, unlike attract

2. Electric Field (E)

Electric field is the force experienced per unit charge.E=FqE = \frac{F}{q}E=qF​

For a point charge:E=kqr2E = k \frac{q}{r^2}E=kr2q​

Important Concepts:

  • Direction: From positive to negative
  • Unit: N/C
  • Electric field inside conductor = 0

3. Electric Potential (V)

Electric potential is the work done per unit charge.V=WqV = \frac{W}{q}V=qW​

For a point charge:V=kqrV = k \frac{q}{r}V=krq​

Key Insights:

  • Scalar quantity (no direction)
  • Unit: Volt
  • Potential can exist even if field is zero

4. Relation Between Electric Field and Potential

E=dVdrE = -\frac{dV}{dr}E=−drdV​

Meaning:

  • Electric field is the rate of change of potential
  • Negative sign shows direction towards decreasing potential

5. Electric Flux and Gauss’s Law

Electric Flux:

Φ=EAcosθ\Phi = EA \cos\thetaΦ=EAcosθ

Gauss Law:

Φ=qencε0\Phi = \frac{q_{enc}}{\varepsilon_0}Φ=ε0​qenc​​

Applications:

  • Finding electric field in symmetric cases:
    • Sphere
    • Cylinder
    • Infinite plane

6. Electric Field Lines

Properties:

  • Start from positive and end at negative
  • Never intersect
  • Density represents field strength
  • Perpendicular to conductor surface

7. Equipotential Surfaces

Surfaces where potential is constant.

Important Facts:

  • No work is done moving charge along it
  • Electric field is perpendicular to surface

8. Electric Dipole

A system of two equal and opposite charges separated by distance.

Dipole Moment:

p=q×dp = q \times dp=q×d

Electric Field:

  • Along axis: E1r3E \propto \frac{1}{r^3}E∝r31​

Torque on Dipole:

τ=pEsinθ\tau = pE \sin\thetaτ=pEsinθ


9. Capacitance

Capacitance is ability to store charge.C=QVC = \frac{Q}{V}C=VQ​

Parallel Plate Capacitor:

C=ε0AdC = \frac{\varepsilon_0 A}{d}C=dε0​A​

Where:

  • AAA = Area
  • ddd = Distance

10. Effect of Dielectric

If dielectric is inserted:C=kε0AdC = k \frac{\varepsilon_0 A}{d}C=kdε0​A​

Key Points:

  • Capacitance increases by factor k
  • Electric field decreases

11. Energy Stored in Capacitor

U=12CV2U = \frac{1}{2}CV^2U=21​CV2

Other Forms:

U=Q22C=12QVU = \frac{Q^2}{2C} = \frac{1}{2}QVU=2CQ2​=21​QV


12. Combination of Capacitors

Series:

1C=1C1+1C2\frac{1}{C} = \frac{1}{C_1} + \frac{1}{C_2}C1​=C1​1​+C2​1​

  • Capacitance decreases

Parallel:

C=C1+C2C = C_1 + C_2C=C1​+C2​

  • Capacitance increases

13. Potential Energy

U=qVU = qVU=qV

Important Insight:

  • Depends on charge and potential
  • Helps in solving work-related problems

14. Work Done in Electric Field

  • Depends only on initial and final position
  • Independent of path (conservative field)

W=q(V1V2)W = q(V_1 – V_2)W=q(V1​−V2​)

  • Work done in closed loop = 0

15. Breakdown of Dielectric

When electric field exceeds limit:

  • Insulator becomes conductor
  • Caused by high voltage

16. Permittivity

ε0\varepsilon_0ε0​

Unit:

F/mF/mF/m

Role:

  • Determines strength of electric interaction

17. Important Exam Tips

Must Remember:

  • E1/r2E \propto 1/r^2E∝1/r2 (point charge)
  • V1/rV \propto 1/rV∝1/r
  • Dipole field 1/r3\propto 1/r^3∝1/r3
  • Capacitance depends on geometry

18. Common Mistakes to Avoid

❌ Confusing electric field with potential
❌ Ignoring negative sign in E=dV/drE = -dV/drE=−dV/dr
❌ Mixing up series and parallel capacitor formulas
❌ Forgetting units


Conclusion

Electrostatics is formula-driven but concept-heavy. Most NEET questions are:

  • Direct formula application
  • Concept-based (field vs potential)
  • Graph or relation-based

If you master:

  • Coulomb’s law
  • Electric field & potential
  • Capacitance
  • Gauss law

👉 You can easily score full marks in this chapter.

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