A thin rod of length b is perpendicular to a wire passing through the z-axis and rotates around this wire with an angular velocity w, as shown in the figure. The wire pierces the rod at a distance b/3 from its end and at the point a(in the z direction, "k^" ) of the coordinate system used. The mass of the bar is m, its density is uniformly distributed over its length. There is no gravity in this problem. Give your answers in terms of (w, m, a, b, î, j, k) using the coordinate system in the figure (some of these may not be included in the answer) Find the components of the force F exerted by the wire on the rod? Hint is given in the 2. figure and => T= a(k^) x [F(x)î + F(y)j + F(z)k] ; F(z)=0

A thin rod of length b is perpendicular to a wire passing through the z-axis and rotates around this wire with an angular velocity w, as shown in the figure. The wire pierces the rod at a distance b/3 from its end and at the point a(in the z direction, "k^" ) of the coordinate system used. The mass of the bar is m, its density is uniformly distributed over its length. There is no gravity in this problem. Give your answers in terms of (w, m, a, b, î, j, k) using the coordinate system in the figure (some of these may not be included in the answer) Find the components of the force F exerted by the wire on the rod? Hint is given in the 2. figure and => T= a(k^) x [F(x)î + F(y)j + F(z)k] ; F(z)=0