Recent content by Jeavenasti

Thank you, you were very helpful! I'm going to check the moment of Inertia again. Thanks!

No, The problem doesn't ask me for the final angular momentum, but I need it in order to find the new angular velocity of the rod-mass. The problem is that I'm not sure if I wrote the Final Angular Momentum properly (this: ...L_f = 17/24 m L^2 w_f + (L/2) (i) x m v_1 (j) + (-L/4) (i) x 2m v_2...

Yes sorry, it was a typo. The mass of the rod is m too.

Hi, thanks for taking the time to read it. Yes, in the problem the rod has mass too. I posted this in another page and I could write with latex (iḿ not sure why it didn´t work here, maybe itś another formt). Thanks in advance. My doubt in general is when I have to calculate the final angular...

First, I can say that the velocity of the mass leaving the system is equal to ##w_o## (k) x ##L/2## (i) which tells me that its velocity will be w_o L/2 (j) Now, since the net external force is equal to 0, (linear) momentum is conserved, so: At first the velocity of the center of mass was 0 and...