Table of contents
- 0. Math Review(0)
- 1. Intro to Physics Units(0)
- 2. 1D Motion / Kinematics(0)
- Vectors, Scalars, & Displacement(0)
- Average Velocity(0)
- Intro to Acceleration(0)
- Position-Time Graphs & Velocity(0)
- Conceptual Problems with Position-Time Graphs(0)
- Velocity-Time Graphs & Acceleration(0)
- Calculating Displacement from Velocity-Time Graphs(0)
- Conceptual Problems with Velocity-Time Graphs(0)
- Calculating Change in Velocity from Acceleration-Time Graphs(0)
- Graphing Position, Velocity, and Acceleration Graphs(0)
- Kinematics Equations(0)
- Vertical Motion and Free Fall(0)
- Catch/Overtake Problems(0)
- 3. Vectors(0)
- Review of Vectors vs. Scalars(0)
- Introduction to Vectors(0)
- Adding Vectors Graphically(0)
- Vector Composition & Decomposition(0)
- Adding Vectors by Components(0)
- Trig Review(0)
- Unit Vectors(0)
- Introduction to Dot Product (Scalar Product)(0)
- Calculating Dot Product Using Components(0)
- Intro to Cross Product (Vector Product)(0)
- Calculating Cross Product Using Components(0)
- 4. 2D Kinematics(0)
- 5. Projectile Motion(0)
- 6. Intro to Forces (Dynamics)(0)
- 7. Friction, Inclines, Systems(0)
- 8. Centripetal Forces & Gravitation(0)
- Uniform Circular Motion(0)
- Period and Frequency in Uniform Circular Motion(0)
- Centripetal Forces(0)
- Vertical Centripetal Forces(0)
- Flat Curves(0)
- Banked Curves(0)
- Newton's Law of Gravity(0)
- Gravitational Forces in 2D(0)
- Acceleration Due to Gravity(0)
- Satellite Motion: Intro(0)
- Satellite Motion: Speed & Period(0)
- Geosynchronous Orbits(0)
- Overview of Kepler's Laws(0)
- Kepler's First Law(0)
- Kepler's Third Law(0)
- Kepler's Third Law for Elliptical Orbits(0)
- Gravitational Potential Energy(0)
- Gravitational Potential Energy for Systems of Masses(0)
- Escape Velocity(0)
- Energy of Circular Orbits(0)
- Energy of Elliptical Orbits(0)
- Black Holes(0)
- Gravitational Force Inside the Earth(0)
- Mass Distribution with Calculus(0)
- 9. Work & Energy(0)
- 10. Conservation of Energy(0)
- Intro to Energy Types(0)
- Gravitational Potential Energy(0)
- Intro to Conservation of Energy(0)
- Energy with Non-Conservative Forces(0)
- Springs & Elastic Potential Energy(0)
- Solving Projectile Motion Using Energy(0)
- Motion Along Curved Paths(0)
- Rollercoaster Problems(0)
- Pendulum Problems(0)
- Energy in Connected Objects (Systems)(0)
- Force & Potential Energy(0)
- 11. Momentum & Impulse(0)
- Intro to Momentum(0)
- Intro to Impulse(0)
- Impulse with Variable Forces(0)
- Intro to Conservation of Momentum(0)
- Push-Away Problems(0)
- Types of Collisions(0)
- Completely Inelastic Collisions(0)
- Adding Mass to a Moving System(0)
- Collisions & Motion (Momentum & Energy)(0)
- Ballistic Pendulum(0)
- Collisions with Springs(0)
- Elastic Collisions(0)
- How to Identify the Type of Collision(0)
- Intro to Center of Mass(0)
- 12. Rotational Kinematics(0)
- 13. Rotational Inertia & Energy(0)
- More Conservation of Energy Problems(0)
- Conservation of Energy in Rolling Motion(0)
- Parallel Axis Theorem(0)
- Intro to Moment of Inertia(0)
- Moment of Inertia via Integration(0)
- Moment of Inertia of Systems(0)
- Moment of Inertia & Mass Distribution(0)
- Intro to Rotational Kinetic Energy(0)
- Energy of Rolling Motion(0)
- Types of Motion & Energy(0)
- Conservation of Energy with Rotation(0)
- Torque with Kinematic Equations(0)
- Rotational Dynamics with Two Motions(0)
- Rotational Dynamics of Rolling Motion(0)
- 14. Torque & Rotational Dynamics(0)
- 15. Rotational Equilibrium(0)
- 16. Angular Momentum(0)
- Opening/Closing Arms on Rotating Stool(0)
- Conservation of Angular Momentum(0)
- Angular Momentum & Newton's Second Law(0)
- Intro to Angular Collisions(0)
- Jumping Into/Out of Moving Disc(0)
- Spinning on String of Variable Length(0)
- Angular Collisions with Linear Motion(0)
- Intro to Angular Momentum(0)
- Angular Momentum of a Point Mass(0)
- Angular Momentum of Objects in Linear Motion(0)
- 17. Periodic Motion(0)
- 18. Waves & Sound(0)
- Intro to Waves(0)
- Velocity of Transverse Waves(0)
- Velocity of Longitudinal Waves(0)
- Wave Functions(0)
- Phase Constant(0)
- Average Power of Waves on Strings(0)
- Wave Intensity(0)
- Sound Intensity(0)
- Wave Interference(0)
- Superposition of Wave Functions(0)
- Standing Waves(0)
- Standing Wave Functions(0)
- Standing Sound Waves(0)
- Beats(0)
- The Doppler Effect(0)
- 19. Fluid Mechanics(0)
- 20. Heat and Temperature(0)
- Temperature(0)
- Linear Thermal Expansion(0)
- Volume Thermal Expansion(0)
- Moles and Avogadro's Number(0)
- Specific Heat & Temperature Changes(0)
- Latent Heat & Phase Changes(0)
- Intro to Calorimetry(0)
- Calorimetry with Temperature and Phase Changes(0)
- Advanced Calorimetry: Equilibrium Temperature with Phase Changes(0)
- Phase Diagrams, Triple Points and Critical Points(0)
- Heat Transfer(0)
- 21. Kinetic Theory of Ideal Gases(0)
- 22. The First Law of Thermodynamics(0)
- 23. The Second Law of Thermodynamics(0)
- 24. Electric Force & Field; Gauss' Law(0)
- 25. Electric Potential(0)
- 26. Capacitors & Dielectrics(0)
- 27. Resistors & DC Circuits(0)
- 28. Magnetic Fields and Forces(0)
- 29. Sources of Magnetic Field(0)
- Magnetic Field Produced by Moving Charges(0)
- Magnetic Field Produced by Straight Currents(0)
- Magnetic Force Between Parallel Currents(0)
- Magnetic Force Between Two Moving Charges(0)
- Magnetic Field Produced by Loops and Solenoids(0)
- Toroidal Solenoids aka Toroids(0)
- Biot-Savart Law (Calculus)(0)
- Ampere's Law (Calculus)(0)
- 30. Induction and Inductance(0)
- 31. Alternating Current(0)
- Alternating Voltages and Currents(0)
- RMS Current and Voltage(0)
- Phasors(0)
- Resistors in AC Circuits(0)
- Phasors for Resistors(0)
- Capacitors in AC Circuits(0)
- Phasors for Capacitors(0)
- Inductors in AC Circuits(0)
- Phasors for Inductors(0)
- Impedance in AC Circuits(0)
- Series LRC Circuits(0)
- Resonance in Series LRC Circuits(0)
- Power in AC Circuits(0)
- 32. Electromagnetic Waves(0)
- 33. Geometric Optics(0)
- 34. Wave Optics(0)
- 35. Special Relativity(0)
27. Resistors & DC Circuits
Resistors and Ohm's Law
27. Resistors & DC Circuits
Resistors and Ohm's Law: Study with Video Lessons, Practice Problems & Examples
32PRACTICE PROBLEM
The figure below shows a DC transmission line carrying a current of 3200 A and a resistance of 2.2×10−5 Ω per meter. Determine the potential difference between a pigeon's legs perched on this line if the spacing between the legs is 6.0 cm.
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)
The figure below shows a DC transmission line carrying a current of 3200 A and a resistance of 2.2×10−5 Ω per meter. Determine the potential difference between a pigeon's legs perched on this line if the spacing between the legs is 6.0 cm.