Home
Class 11
PHYSICS
One of the forces acting on a certain pa...

One of the forces acting on a certain particle depends on the particle's position in the `xy`-plane. This force `vec F` expressed in newtons, is given by the expression `vec F = (xy hat i+ xy hat j)` where `x` and `y` are in metres. The particle is moved from `O` to `C` through three different paths :-

Which of the following can be negative ?

Promotional Banner

Similar Questions

Explore conceptually related problems

One of the forces acting on a certain particle depends on the particle's position in the xy -plane. This force vec F expressed in newtons, is given by the expression vec F = (xy hat i+ xy hat j) where x and y are in metres. The particle is moved from O to C through three different paths :- The work done by this force on path OC is

One of the forces acting on a certain particle depends on the particle's position in the xy -plane. This force vec F expressed in newtons, is given by the expression vec F = (xy hat i+ xy hat j) where x and y are in metres. The particle is moved from O to C through three different paths :- The work done by this force on path OAC is.

One of the forces acting on a certain particle depends on the particle's position in the xy -plane. This force vec F expressed in newtons, is given by the expression vec F = (xy hat i+ xy hat j) where x and y are in metres. The particle is moved from O to C through three different paths :- The work done by this force on path OBC is

A force acting on a certain particle depends of the particles position in the xy-plane. This force F is given by the expression vec(F) = (xy hat(i) + xy hat(j)) (1 N//m^(2)) where x and y are expressed in metre. If vec(F) is a conservation force ?

A particle moving in the xy plane experiences a velocity dependent force vec F = k (v_yhati + v_x hat j) , where v_x and v_y are the x and y components of its velocity vec v . If vec a is the acceleration of the particle, then which of the following statements is true for the particle?

If vec(F) = y hat(i) + x hat(j) then find out the work done in moving the particle from position (2,3) to (5,6)

A particle of mass m moves in the xy-plane with velocity of vec v = v_x hat i+ v_y hat j . When its position vector is vec r = x vec i + y vec j , the angular momentum of the particle about the origin is.