A particle of mass `m=1kg` lying on x-axis experiences a force given by law `F=x(3x-2)` Newton.
A particle of mass `m=1kg` lying on x-axis experiences a force given by law `F=x(3x-2)` Newton. Where x is the x-coordinate of the particle in meters. `vec(x=0x=4` (a) Locate the point on x-axis where the particle is in equilibrium. (b) Draw the graph of variation of force F (y-axis) with x-coordinate of the particle (x-axis). Hence or otherwise indicate at which positions the particle is in stable or unstable equilibrium. (c ) What is the minimum speed to be imparted to the particle placed at `x=4` meters such that it reaches tha origin.
A particle of mass `m=1kg` lying on x-axis experiences a force given by law `F=x(3x-2)` Newton. Where x is the x-coordinate of the particle in meters. `vec(x=0x=4` (a) Locate the point on x-axis where the particle is in equilibrium. (b) Draw the graph of variation of force F (y-axis) with x-coordinate of the particle (x-axis). Hence or otherwise indicate at which positions the particle is in stable or unstable equilibrium. (c ) What is the minimum speed to be imparted to the particle placed at `x=4` meters such that it reaches tha origin.