Question 5 Not yet answered Marked out of 2.50 'F Flag question A uniform thin disk of radius R26 cm and mass M296 gm lying in the xy-plane. The zaxis is out of the screen. A point mass m : 5M/4 is attached on its edge. See figure. The moment of inertia tensor ofthe disk about its center of mass is, 100 M2 I: R 010 4 002 [Note: The offdiagonal elements of moment of inertia tensor for a mass element dm is dened as IX). 2 xy dm, |yz = y2 dm, la 2 zx dm, i.e. note the negative sign in the definition] Suppose the disk is constrained by pivoting the points A and B, and it is rotating about the y axis with angular velocity magnitude to = 1.8 radfs. Determine the magnitude L (in C65 units) of angular momentum (Lx, Ly, Lz) about A. Round off your answer at 3rd decimal place