Where is the sum of two vectors maximum and minimum?
The sum of two vectros is maximum , when both thectros are in the same direction and is minimum when they act in opposite directions.
When can we say the resultant of two vectors is maximum?
Magnitude of the resultant of two vectors is maximum, when the vectors act in the same direction and is minimum when they act in opposite directions.
What are cases at which magnitude of resultant is maximum and minimum?
Q. The magnitude of the resultant of two vectors is maximum in which of the following case? Notes: The magnitude of the resultant of two vectors is maximum when vectors act in the same direction. The magnitude of the resultant of two vectors is minimum when vectors act in the opposite directions.
What is the minimum value of resultant?
Minimum value of the resultant: The magnitude of R will be minimum when cos α is minimum i.e., cos α = – 1 = cos 180° or, α = 180°. Thus, when two vectors act along the same line but in opposite direction, the magnitude of the resultant will be minimum.
What is the maximum possible resultant of two forces?
Answer. The resultant of two forces acting on the same point is maximum when the forces are acting in the same direction and minimum when they operate in opposite direction. When the two forces are acting in the opposite direction the angle between the direction to the two forces is 180 degrees.
What should be the angle between two forces acting at a point for the resultant force to be maximum?
With two forces acting at a point, the maximum effect is obtained when their resultant is 4N. If they act at right angles, then their resultant is 3N.
What is the resultant of two forces acting on a point?
When two forces act on the same point or object their sum is often called their resultant, the resultant of the two forces, so I want to determine the resultant or sum of two forces f and g, so imagine these two forces f and g are acting on some point or object and the magnitude of f is 500 newtons, that’s the unit of …