determine the internal forces (axial force, shearing force, and bending moment) at point D. Solve correctly please.

Please use the Mohr's circle to find the principle stresses on the cantilevered beam at points A and B. 30 mm- 40 mm- В. 800 mm 120 mm 1200 mm 150 mm, 15 kN

1. Two members, each consisting of straight and 168-mm radius quarter-circle, are connected as shown and support a 500-N load at D. Draw the FBD of the entire frame and members ABC 168 mm 168 mm A and DBC, including dimensions. Determine the forces in member ABC. Also, calculate the force exerted by member DBC on pin C. B D 100'mm 500 NV +54 mm -252 mm -324 mm Answers: Ax = 275 N→, Ay = 390.625 N ↑, By = 600N Į, ABCX = 375N +, ABCY = 209.375 N↑; DBCX = 0, DBCY = 100 N↑ %3D %3D %3D

A hollow steel crank has an outside diameter of 57 mm and an inside diameter of 52 mm. The load magnitudes are Py= 400 N and P, = 210 N, and the length dimensions are a = 125 mm, b = 344 mm, and c = 225 mm. y Py K Pz b Determine the magnitudes of the equivalent forces and the equivalent moments that act at the section that contains point K. (a) Axial force in x direction Px (N) (b) Shear force in y direction V, (N) (c) Shear force in z direction V, (N) (d) Torque around x axis Tx (N-m) (e) Bending moment around y axis M, (N-m) (f) Bending moment around z axis M, (N-m)

Remember to show all units and provide a step by step solution showing all work. Draw and label diagrams.Use the formula sheet.