The momentum of a body is `vec P =2 cos t hati +2 sin t hatj.` What is the angle between the force `vec F` acting on the body and the momentum `vec P` ?

Linear momentum of an object can be expressed as vecP= (4 cos t)hati+( 4 sin t)hatj . Angle between the forces acting on the object and its linear momentum is :

The momentum of a body is given by vecP = (10t^2hati + 5thatj) kg-m//s . Find the force acting on the body at t = 2s.

What is the angle between (vec(P)+vec(Q)) and (vec(P)xxvecQ)?

Given : vec A = hati + hatj +hatk and vec B =-hati-hatj-hatk What is the angle between (vec A - vec B) and vec A ?

Given : vec A = hati + hatj +hatk and vec B =-hati-hatj-hatk What is the angle between (vec A - vec B) and vec A ?

What is the angle between two vectors vec P =2hati +3hatj +hatk and vec Q =-3hati +6hatk .

What is the angle between vec P and the resultant of (vec P+vec Q) and (vec P-vec Q)