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
26PRACTICE PROBLEM
A new bicycle wheel has been developed and put on display. It is mounted on a rotating display platform. The wheel spins at 60.0 rad/s about its axle, while the platform rotates at 40.0 rad/s around a vertical axis. What is the resultant angular velocity of the wheel as observed by someone standing away from the platform? Find the magnitude and direction of the angular velocity.
![Illustration of a bicycle wheel spinning at 60 rad/s on a platform rotating at 40 rad/s.](data:image/png;base64,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)
A new bicycle wheel has been developed and put on display. It is mounted on a rotating display platform. The wheel spins at 60.0 rad/s about its axle, while the platform rotates at 40.0 rad/s around a vertical axis. What is the resultant angular velocity of the wheel as observed by someone standing away from the platform? Find the magnitude and direction of the angular velocity.