If is the angle between two vectors, then the resultant vector is maximum, when value of is
Same in all cases
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Resultant vector of two vectors inclined at an angle , is given by
if
This is the maximum resultant possible.
If and then the unit vector along is
None of these
Unit vector
The sum of two vectors and is such that . The angle (in degrees) that the resultant of and will make with is
For which angle between two equal vectors and will the magnitude of the sum of two vectors be equal to the magnitude of each vector?
For two vectors and is always true when
and and are parallel or anti parallel
The position of particle is given by , where is in second and the coefficients have proper units for to be in metre. The of the particle at is
along -direction
A body moves in plane under the action of acceleration given by . Assuming that the body is at rest at time , the velocity of body at is
so
and
(because at )
A particle moves in the plane with a constant acceleration in the direction making an angle of with the -axis. At the particle is at the origin and its velocity is along the X-axis. Find the position of the particle at .
For motion in two or three dimensions, the angle between velocity and acceleration is
Any angle between
Along same straight line, velocity & acceleration can be in the same direction, opposite to each other or perpendicular as in circular motion with uniform speed. Thus can be anywhere between .
A particle moving with velocity , where constant. The general equation for its path is constant
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