ES

Kinematics in 3-D

Continuing from the previous section, we now tackle the more general case: kinematics in three dimensions.

Lesson objectives

  1. Understand the variables motion depends on.
  2. Identify how these variables relate to each other in different scenarios.
  3. …

Newton’s second law: \begin{equation} \vec{F} = \frac{d \vec{p}} {dt} \end{equation}