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Two thin circular discs of mass m and 4m, having radii of a...

Two thin circular discs of mass m and 4m, having radii of a and 2a, respectively, are rigidly fixed by a massless, right rod of length l=√24al=√24a through their center. This assembly is laid on a firm and flat surface, and set rolling without slipping on the surface so that the angular speed about the axis of the rod is ωω . The angular momentum of the entire assembly about the point 'O' is →L→L (see the figure). Which of the following statement(s) is(are) true?

The magnitude of angular momentum of the assembly about its center of mass is 17 ma2ω217 ma2ω2
The magnitude of the z - component of →L is 55 ma2ω→L is 55 ma2ω
The magnitude of angular momentum of center of mass of the assembly about the point O is 81 ma2ω2ma2ω2
The center of mass of the assembly rotates about the z-axis with an angular speed of ω5ω5
Solution:
Magnitude of angular momentum of the assembly about its centre of mass =
ma22ω+4m (2a)22ω=17ma22ωma22ω+4m (2a)22ω=17ma22ω