The forces involved in the motion around a banked curve is remarkably similar to the conical pendulum problem.
lesson notes:06 banked curves
The forces involved in the motion around a banked curve is remarkably similar to the conical pendulum problem.
lesson notes:06 banked curves
Two different techniques for solving equations of the form asinx + bcosx = c.
lesson notes:07 asinx + bcosx = c
Taking another look at trig equations, now with more identities and relationships that can be used.
lesson notes:06 trig equations
A pendulum that moves in circular motion scribes out a cone with the string, hence the term conocal pendulum. Here we investigate the forces involved in this motion.
lesson notes:05 conical pendulum
Investigating the forces involved in uniform circular motion.
lesson notes:04 uniform circular motion