SUMMARY
The discussion centers on determining the direction of the x-axis using the Right Hand Rule in a three-dimensional coordinate system. Given that z represents east and y represents south, the correct answer for x is up. The Right Hand Rule dictates that when the fingers point from y to z, the thumb points in the direction of x, confirming that x is indeed up.
PREREQUISITES
- Understanding of three-dimensional coordinate systems
- Familiarity with the Right Hand Rule
- Basic knowledge of vector directions
- Concept of positive and negative axes in Cartesian coordinates
NEXT STEPS
- Study the Right Hand Rule in detail for vector analysis
- Explore three-dimensional coordinate systems and their applications
- Learn about vector cross products and their geometric interpretations
- Investigate common mistakes in interpreting vector directions
USEFUL FOR
This discussion is beneficial for students studying physics, particularly those focusing on mechanics and vector analysis, as well as educators teaching coordinate systems and vector mathematics.