Two Rods are welded together to form a T-shaped lever which leans against a frictionless vertical wall at Point D. It is supported by bearings at Points A and B. A vertical force P = 600 N is applied at Point E, which is the midpoint of rod DC. Reaction Assumptions: The bearings at Points A and B generate only force reactions on the bar, and NO moment reactions. In addition, assume that Bearing B supports only radial (normal) forces, but Bearing A supports both radial forces and a thrust (axial) force. These assumptions, (particularly the last sentence) are essential in generating the correct FBD. Tasks: Part A: Draw the FBD of the T-shaped lever. You may use the existing figure provided for this purpose on the attached sheet, or you may draw a new figure. The FBD must be consistent with the statements/assumptions noted above. Do NOT use the liny figure below. Part B: Compute "MAB, which is the moment about the line (axis) AB from Point A to Point B due to the vertical force P at Point E. Express this scalar result in N-mm. Part C: Compute "MAB. which is the moment about the line (axis) AB due to the reaction force at Point D. Express this scalar results in terms of the unknown component(s) of this reaction force, in N-mm. Part D: Compute "MAB and "MAB, which are the moments about the line AB due to the unknown reaction forces at Points A and B, respectively.