Resultant of the two vector is maximum when angle between them is :

What is the efferct on the magniude of the resultant of two vectors when the anle theta between them is increased from 0^(@) to 180^(@) ?

For the resultant of the two vectors to be maximum, what must be the angle between them

Resultant of two forces when angle between them is 60^(@) is 6 Newton and if angle between forces increased to 120^(@) then resultant becomes sqrt(14N) , then what will be resultant of these two forces when they will per pendicular to each other

The scalar product of two vectors is 2 sqrt(3) and the magnitude of their vector product is 2 . The angle between them is

The Scalar product of two vectors is 2sqrt3 and the magnitude of their vector product is 2. The angle between them is

Two vectors of equal magnitude P are inclined at some angle such that the difference in magitude of resultant and magnitude of either of the vectors is 0.732 times either of the magnitude of vectors. If the angle between them is increased by half of its initial value then find the magnitude of difference of the vectors

For the resultant of two vectors to be maximum , what must be the angle between them ?

Two equal vector have a resultant equal to either of them, then the angle between them will be: