When can we say that the resultant of the two vector 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.

When the resultant is maximum and minimum?

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 same direction the angle between the direction to the two forces is 0.

What is maximum and minimum resultant of two vectors P and Q?

Hence option B is the correct answer. Maximum and minimum magnitudes of the resultant of two vectors of magnitude p and q are in the ratio 3:1.

For what angle between P and Q the value of p q is maximum?

If P and Q are vectors, their sum is maximum when they are inclined at an angle of zero degrees.

What is the angle between − → P and the resultant of − → p − → Q and − → p − − → Q?

Step-by-step explanation: Therefore angle is 0°. hence angle between p and the resultant of p+q and p-q will be equal to zero.

Can a vector have a maximum value with a minimum value?

Two given vectors have a fixed resultant vector given by their sum. Hence there is no question of it having its resultant having a maximum of minimum value. Probably the question means that the vectors are not given at all and only their magnitudes are given.

When is the resultant of two vectors maximum?

Originally Answered: When is the resultant of two vectors maximum? R is maximum when Cos ( A, B) = +1 ie angle between vectors A and B is zero ie vectors A and B are parallel to each other. Resultant is maximum when the two vectors are parallel to each other.

What is the magnitude of at least one of the vectors?

If their sum is simultaneously a minimum and a maximum, then the magnitude of at least one of the vectors is 0 and the angle can be anything. This is because the maximum of two vectors (angle 180) is the sum of two vectors’ magnitudes, while the minimum of two vectors (angle 0) is the difference of two vectors’ magnitudes.

What is the maximum possible result when cos(a) = +1?

R is maximum when Cos ( A, B) = +1 ie angle between vectors A and B is zero ie vectors A and B are parallel to each other. Resultant is maximum when the two vectors are parallel to each other.