Question 1
What solutions were found for the parameter values of t and s in the provided example?
Question 2
How is checking z-coordinate consistency crucial in this analysis?
Question 3
Why is the graphical representation not effective in determining 3D path interactions?
Question 4
In the process of determining intersection or collision, how are the equations typically set up for analysis?
Question 5
What aspect of path behavior was NOT confirmed by this study?
Question 6
What must be checked after finding solutions for t and s to ensure the intersection is valid?
Question 7
What is the primary difference between intersection and collision in the context of 3D paths?
Question 8
What is the purpose of solving the simplest coordinate equation first when determining intersections?
Question 9
Which set of coordinates corresponds to the first intersection point identified in the notes?
Question 10
How many intersection points were found in the example study?
Question 11
In the context of this lesson, which of the following does NOT qualify as a point of intersection?
Question 12
What is the significance of 's = t' in confirming a collision?
Question 13
What role does the distinction between time parameters (t for r and s for u) play in determining collisions?
Question 14
Why are algebraic methods preferred over visualization for confirming path behaviors like intersection?
Question 15
Which statement summarizes the collision results in the example?