A smooth rod rotates in a horizontal plane about a vertical axis at $0.$

A sleeve of mass $m=1kg$ slides on the rod. A wire is attached

to the sleeve at point A and its other end is wrapped around a vertical cylinder

whose axis merges with the axis of rotation of the rod $($the cylinder is fixed and not

spins with the rod!$).$

The rod is released from rest at time $t=0s,$ at an angle of $0=0,$

where ro $=400mm.$ Torque around $*$ Gives acceleration rod$)$

Angular constant of $a=6ra\frac{d}{s}$ during the entire motion.

Calculate the tension in the wire $-T$ and the force F exerted by the rod

on the sleeve at time s $1=1($one second after the movement started$).$