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Electric Potential Energy

Noah Martinez

Noah Martinez

7 min read

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Study Guide Overview

This study guide covers electric potential energy, focusing on its calculation for systems of point charges. It explains the relationship between electric potential energy, work, and electric potential (voltage). Practice problems and exam tips are included, emphasizing common pitfalls and strategies for success on the AP Physics 2 exam.

AP Physics 2: Electric Potential Energy - Your Ultimate Review

Hey there, future AP Physics 2 master! Let's dive into Electric Potential Energy, a key concept that you'll see all over the exam. Think of this as your go-to guide for a quick, effective review. Let's get started!

Electric Potential Energy: The Basics

Electric potential energy is all about the work needed to bring charged particles together. Imagine you're pushing two magnets together—that's kind of the idea, but with electric charges! This energy depends on:

  • The magnitude of the charges. Bigger charges = more energy.
  • The distance between them. Closer charges = more energy.

What is Electric Potential Energy?

  • It's the work done by an external force to bring charges from infinitely far apart to their current spots. Think of it as stored energy ready to do work.
  • It's a scalar quantity, meaning it only has magnitude, not direction. This makes calculations a bit easier!
Key Concept

The electric potential energy can be positive or negative. Like charges will have positive potential energy, meaning you need to do work to bring them together. Unlike charges will have negative potential energy, meaning they attract each other and you'd need to do work to pull them apart.

The Formula 📝

Here's the magic formula for the electric potential energy (UEU_E) between two point charges:

UE=kq1q2rU_{E} = k \frac{q_1 q_2}{r}

Where:

  • UEU_E = Electric potential energy (in Joules, J)
  • q1q_1 and q2q_2 = The charges of the two objects (in Coulombs, C)
  • rr = The distance between the charges (in meters, m)
  • kk = Coulomb's constant (8.99 \times 10^9 N⋅m²/C²), which is also equal to 14πε0\frac{1}{4 \pi \varepsilon_{0}}
  • ε0\varepsilon_0 = permittiv...

Question 1 of 11

What does electric potential energy measure? 🤔

The speed of charged particles

The force between charged particles

The work needed to bring charged particles together

The current flowing between charged particles