[" The position co-crdinates of a particle moving "],[" in a "3" -D coordinate system is given by "],[x=a" costin "],[y=a" since "],[" and "z=a omega t]

The position co-ordinates of a particle moving in a 3-D coordinate system is given by x = a" cos"wt y = a" sin"wt and z=awt The speed of the particle is :

The position co-ordinates of a particle moving in a 3-D coordinate system is given by x = a" cos"wt y = a" sin"wt and z=awt The speed of the particle is :

The position co-ordinates of a particle moving in a 3-D coordinate system is given by x = a" cos"wt y = a" sin"wt and z=awt The speed of the particle is :

The coordinates of a particle moving in a plane are given by x(t) = acos(pt) and y(t) = bsin(pt) where a,b(< a) and p are positive constants of appropriate dimensions.Then

The coordinate of a particle moving in a plane are given by x(t) = a cos (pt) and y(t) = b sin (pt) where a,b (lt a) and P are positive constants of appropriate dimensions . Then

The coordinate of a particle moving in a plane are given by x(t) = a cos (pt) and y(t) = b sin (pt) where a,b (lt a) and P are positive constants of appropriate dimensions . Then

The coordinate of a particle moving in a plane are given by x(t) = a cos (pt) and y(t) = b sin (pt) where a,b (lt a) and P are positive constants of appropriate dimensions . Then

The coordinate of a particle moving in a plane are given by x(t) = a cos (pt) and y(t) = b sin (pt) where a,b (lt a) and P are positive constants of appropriate dimensions . Then

The position vector of a particle moving in a plane is given by r =a cos omega t hati + b sin omega I hatj, where hati and hatj are the unit vectors along the rectangular axes C and Y : a,b, and omega are constants and t is time. The acceleration of the particle is directed along the vector