Number Description
Chapter 1: Strategies for Solving Problems
Circular pendulum Circular pendulum example problem
Problem 1-7 Two masses, one swinging
Chapter 3: Using F=ma
Throwing a Ball Example Maximization of distance with relation to ground slope
Problem 3-1 Basic Atwood's machine
Problem 3-2 Double Atwood's machine
Problem 3-3 Infinite Atwood's machine
Problem 3-8 Block on a moving inclined plane
Problem 3-11 Chain falling off a table
Problem 3-27 A more complicated Atwood's machine
Problem 3-28 Another Atwood's machine
Problem 3-29 Yet another Atwood's machine
Problem 3-30 ANOTHER Atwood's machine
Problem 3-31 Haven't there been enough Atwood's machines yet?
Problem 3-32 Nope, one more
Chapter 4: Oscillations
Damped and driven spring Damped and driven spring resonance example
Two masses, three springs Other example problem from chapter 4
Problem 4-9 Unequal masses
Problem 4-11 Driven mass on a circle
Problem 4-12 Springs on a circle
Chapter 5: Conservation of energy and momentum
Problems 5-15 and 5-16 Comparison of propelling a car elastically and inelastically
Problem 5-23 Basketball and tennis ball
Problem 5-29 Falling energy conserving chain (only mostly correct)
Chapter 6: The Lagrangian method
Spring pendulum Spring pendulum example problem
Problem 6-3 Pendulum with an oscillating support
Problem 6-5 Inverted pendulum - for high enough values of ω the pendulum stays upright
Chapter 7: Central forces
Orbit simulation Simulation of mass in a gravitational field. Drag the small mass to change its position, drag outside the small mass to change its velocity, and drag the large mass to change the strength of the gravitational field.
Problem 7-4 Mass in a rk potential. Forms a closed path if √(k + 2) is rational
Chapter 8: Angular momentum part 1
Problem 8-1 Atwood machine with massive pulley compared to atwood machine with massless pulley
Problem 8-20 Superball bouncing
Exercises 8-76 & 8-77 Superball bouncing under a table

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