Direction of a Vector-FAQs
1. What is the Direction of a Vector?
The direction of a vector is defined as the angle made by the vector with the horizontal axis (i.e. X-axis).
2. What is the Direction of a Vector Formula?
The direction of the vector represented with the position vector (x, y) is easily found using the formula, tan-1(y/x).
3. How to Find the Direction of a Vector?
The direction of a vector is calculated using the direction of vector formula added above.
4. How do You Find the Direction of a Vector Product?
The direction of the vector product is found using the Right Hand Screw Rule.
Direction of a Vector Formula
A vector is formed when two distinct points are joined with each other. The point from which a line was drawn to the other point determines the direction of that vector. A vector’s direction is the angle formed by the vector with the horizontal axis, also known as the X-axis. It is provided by the counterclockwise rotation of the vector’s angle about its tail due east. In other words, the orientation of a vector, that is, the angle it makes with the x-axis, is defined as its direction.
In this article we will learn about, Direction of Vector Definition, Direction of Vector Formula, Magnitude of Vector, Examples, and others in detail.
Table of Content
- What is the Direction of a Vector?
- Direction of a Vector Formula
- How to Find the Direction of a Vector?
- What is Magnitude of a Vector?
- Direction of a Vector Examples