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Coulomb’s Law Simplified Revision Notes

Revision notes with simplified explanations to understand Coulomb’s Law quickly and effectively.

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Coulomb's Law

1. Definition

  • Coulomb's Law states that the electrostatic force between two charged objects is:
    • Directly proportional to the product of their charges.
    • Inversely proportional to the square of the distance between their centres.
  • The force can be attractive (opposite charges) or repulsive (like charges).

2. Formula for Electrostatic Force

F=kQ1Q2r2F = k \frac{Q_1 Q_2}{r^2}

where:

  • F=F = Electrostatic force (N)(N)
  • k=k = Coulomb's constant (:highlight[9.0×109]Nm2/C2)(:highlight[9.0 \times 10^9] N·m²/C²)
  • Q1,Q2=Q_1, Q_2 = Charges of the two objects (C)(C)
  • r=r = Distance between the charges (m)(m)

3. Understanding Coulomb's Law

If charge increases, force increases (doubling charge doubles the force).

If distance increases, force decreases (doubling distance makes force four times weaker).

Force follows an inverse square law, like Newton's Law of Gravitation.

4. Using Coulomb's Law

infoNote

Example 1: Effect of Charge and Distance on Force

  • If both charges are doubled and distance is reduced to a third: Fnew=k(2Q)(2Q)(r/3)2=36ForiginalF_{\text{new}} = k \frac{(2Q)(2Q)}{(r/3)^2} = 36F_{\text{original}}

  • The force is 36 times greater than the original force.

infoNote

Example 2: Calculating Charge from Force

  • Given:

  • Electrostatic force = 2.56 \times 10^{-2} N

  • Distance == 0.03 m =0.3m= 0.3m

  • Solve for charge: Q=Fr2kQ = \sqrt{\frac{F r^2}{k}}

  • Answer: 1.6 \times 10^{-6} C

5. Key Takeaways

Like charges repel, opposite charges attract.

Force increases with charge, decreases with distance.

Electrostatic force follows an inverse square law.

Always convert distances to metres when using the formula.

Exam Tip

💡 When solving problems, remember to square the distance in the denominator!

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