Two vectors A and B have magnitudes 6 units and 8 units respectively. Find |A-B|, if the angle between two vectors is .(a) `0^(@)` (b) `180^(@)` (c) `180^(@)` (d) `120^(@)` .

Two vectors A and B have magnitudes 2 units and 4 units respectively. Find A. B is angle between these two vectors is (a) 0^(@) (b) 60^(@) (c) 90^(@) (d) 120^(@) .

Two vectors A and B have magnitudes 2 units and 4 units respectively. Find A. B is angle between these two vectors is (a) 0^(@) (b) 60^(@) (c) 90^(@) (d) 120^(@) .

Two vectors have magnitudes 6 and 8 units, respectively. Find the magnitude of the resultant vector if the angle between vectors is (a) 60^(@) (b) 90^(@) and ( c ) 120^(@) .

Two vectors have magnitudes 6 and 8 units, respectively. Find the magnitude of the resultant vector if the angle between vectors is (a) 60^(@) (b) 90^(@) and ( c ) 120^(@) .

The resultant of two vectors of magnitudes 3 units and 4 units 5 units. What is the angle between the vectors ?

The resultant of two vectors of magnitudes 3 units and 5 units is perpendicular to 3 units.The angle between the vectors is

The magnitude of vectors A, B and C are 3, 4 and 5 units respectively. If A+ B =C , the angle between A and B is

The resultant of two vectors A and B is perpendicular to vector A and its magnitude is equal to half of the magnitude of vector B . Then the angle between A and B is : (a) 30^(@) (b) 45^(@) (c) 150^(@) (d) 120^(@)