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)
12. Rotational Kinematics
Rotational Velocity & Acceleration
12. Rotational Kinematics
Rotational Velocity & Acceleration: Study with Video Lessons, Practice Problems & Examples
25PRACTICE PROBLEM
A spinning top is rotating on a horizontal surface. When viewed from above, the top spins clockwise at an angular velocity ω₁ = 60.0 rad/s about its axis, and the surface is rotating anticlockwise with an angular velocity ω₂ = 45.0 rad/s about a vertical axis. What are the directions of ω₁ and ω₂ at a given instant?
![A spinning top rotates clockwise at 60 rad/s on a surface rotating anticlockwise at 45 rad/s.](data:image/png;base64,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)
A spinning top is rotating on a horizontal surface. When viewed from above, the top spins clockwise at an angular velocity ω₁ = 60.0 rad/s about its axis, and the surface is rotating anticlockwise with an angular velocity ω₂ = 45.0 rad/s about a vertical axis. What are the directions of ω₁ and ω₂ at a given instant?