Find the impulse due to the force
`vecF=ahati+bthatj`,where `a =2N` and `b=4Ns^(-1)` if this force acts from `t_(i) =0` to `t_(f) =0.3s` .

Calculate impulse of force vecF=(3t^2hati-(2t-1)hatj+2hatk)N over the time interval from t=1s to t=3s.

Calculate impulse of force vecF=(3t^2hati-(2t-1)hatj+2hatk)N over the time interval from t=1s to t=3s.

Calculate impulse of force vecF=(3t^2hati-(2t-1)hatj+2hatk)N over the time interval from t=1s to t=3s.

Find the work done by the force F=3 hat i- hat j-2 hat k acting on a particle such that the particle is displaced from point A(-3,-4,1) t o p oi n t B(-1,-1,-2)dot

A 0.25 kg puck is initially stationary on an ice surface with negligible friction. At time t = 0, a horizontal force begins to move the puck. The force is given by vecF=(12.0-3.00t^2)hati , with vecF in newtons and t in seconds, and it acts until its magnitude is zero. (a) What is the magnitude of the impulse on the puck from the force between t= 0.750 s and t = 1.25 s? (b) What is the change in momentum of the puck between t=0 and the instant at which F=0?

A one-dimensional force F varies with time according to the given graph. Calculate impulse of the force in following time intervals. (a) From t=0s to t=10s . From t=10 s to t=15s . (C) From t=0 s to t=15s .

A one-dimensional force F varies with time according to the given graph. Calculate impulse of the force in following time intervals. (a) From t=0s to t=10s . From t=10 s to t=15s . (C) From t=0 s to t=15s .

A one-dimensional force F varies with time according to the given graph. Calculate impulse of the force in following time intervals. (a) From t=0s to t=10s . From t=10 s to t=15s . (C) From t=0 s to t=15s .

The given figure shows a plot of the time dependent force F_(x) acting on a particle in motion along the x-axis. What is the total impulse delivered by this force to the particle from time t = 0 to t = 2second?