Is it possible to get an expert to help me with the calculations for Moment of Inertia, the horizontal centroid and radius of gyration for the following shape

For each of the shapes in Figures P6-1 through determine the location of the horizontal centroidal axis and the magnitude of the moment of inertia of the shape with respect to that axis using the parallel axis theorem described in Section 66. The method described in Section 6-9 can be applied to compute the moment of inertia for those shapes consisting of two or more rectangular parts whose sides are perpendicular and parallel to the horizontal axis. Included are the shapes in Figures P61 through P6-15 and the composite shapes made from standard wood beam shapes in Figures P6-23 through P6-28. Figures P61 through P6-22 are special shapes that might be produced by plastic or aluminum extrusion, by machining from solid bar stock, or by welding separate components. 2.000.50 0.125 channel -Two 1.50 0.50 0.120 wall rectangular tubes For each of the shapes in Figures P6-1 through determine the location of the horizontal centroidal axis and the magnitude of the moment of inertia of the shape with respect to that axis using the parallel axis theorem described in Section 66. The method described in Section 6-9 can be applied to compute the moment of inertia for those shapes consisting of two or more rectangular parts whose sides are perpendicular and parallel to the horizontal axis. Included are the shapes in Figures P61 through P6-15 and the composite shapes made from standard wood beam shapes in Figures P6-23 through P6-28. Figures P61 through P6-22 are special shapes that might be produced by plastic or aluminum extrusion, by machining from solid bar stock, or by welding separate components. 2.000.50 0.125 channel -Two 1.50 0.50 0.120 wall rectangular tubes