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In this video, we delve into the concepts of colinear, coplanar, concurrent vectors, and zero vectors. Understanding these principles is crucial in grasping the essence of vector mathematics ...
What are Concurrent vectors? Concurrent vectors are those types of vectors that pass through the same point. This implies that a concurrent vector arrangement is a set of two or more vectors whose lines of action meet at a point.
Concurrent vectors are those types of vectors that pass through the same point. This implies that a concurrent vector arrangement is a set of two or more vectors whose lines of action meet at a point.
Force vectors may pass through a single point (concurrent) or be parallel (non-concurrent). Furthermore, force vectors may lay in a single plane (coplanar) or cannot be in a single plane (non-coplanar).
A concurrent coplanar force system is a system of two or more forces whose lines of action ALL intersect at a common point. However, all of the individual vectors might not acutally be in contact with the common point.
A set of point forces is considered concurrent if all the lines of action of those forces all come together at a single point. Figure 2.4.1 2.4. 1: Because the lines of action for the gravitational force and the two tension forces line up at a single point, these forces are considered concurrent.
what is Concurrent vectors || Types of vectors || class 11th Physics || Physics NEET JEE Olympiadhi this is Amit Pandey senior faculty of physics having mor...
Resultant of a force system is a force or a couple that will have the same effect to the body, both in translation and rotation, if all the forces are removed and replaced by the resultant. The equation involving the resultant of force system are the following.
Statics of Concurrent Force Systems: Resultant of Forces. Equilibrium of a Particle. Resultant of Coplanar Forces: When we are examining a system involving two or more forces, we are usually interested in finding the resultant force in terms of its magnitude as well as direction.
Two or more concurrent forces can be replaced by a single resultant force that is statically equivalent to these forces. The illustration shows two vectors and their resultant. The resultant force is shown as the dashed vector.