At the instant the displacement of a 2.00 kg object relative to the origin is d = (2.00 m) i + (4.00 m) j - (3.00 m) k, its velocity is v = - (5.90 m/s) i + (3.00 m/s) j + (3.30 m/s) k, and it is subject to a force F = (6.20 N) i - (9.00 N) j + (3.90 N) k.
(a) Find the acceleration of the object.
( 1 m/s2) i + ( 2 m/s2) j + ( 3 m/s2) k
(b) Find the angular momentum of the object about the origin.
( 4 kg · m2/s) i + ( 5 kg · m2/s) j + ( 6 kg · m2/s) k
(c) Find the torque about the origin acting on the object.
( 7 N · m) i + ( 8 N · m) j + ( 9 N · m) k
(d) Find the angle between the velocity of the object and the force acting on the object.
(a) Find the acceleration of the object.
( 1 m/s2) i + ( 2 m/s2) j + ( 3 m/s2) k
(b) Find the angular momentum of the object about the origin.
( 4 kg · m2/s) i + ( 5 kg · m2/s) j + ( 6 kg · m2/s) k
(c) Find the torque about the origin acting on the object.
( 7 N · m) i + ( 8 N · m) j + ( 9 N · m) k
(d) Find the angle between the velocity of the object and the force acting on the object.