A full restrained beam with length of 3 m. Determine the followinga. the magnitude of the moment at the right support if the unit load is at 2 m from the left supportb. the value of the max. moment at the right support if it is loaded 10KNc. the value of the max. moment at the left support if it is loaded 10KN

A cantilevered beam of length 3 metre  has a point load of 9500 newtons suspendedfrom the free end and a second point load of 5900 newtons  suspended from themid-point. Find the resultant force and moment at the supported end.Calculate the shear force and bending moment at the mid-point.

3.  A 7-meter simple beam has one of its supports at the left end and the other is placed 3m from the right end carrying a triangular load of 0 to 18kN/m that varies 0 kN/m at the left support and terminates with 18 kN/m at the second support. Exactly at the free end, the beam is also carrying a concentrated load of 20 kN. What is the maximum negative moment in the beam?

Determine the magnitude of the vertical force Cy for the simply supported beam, where w = 8 kips/ft, M = 270 kip-ft, L1 = 12 ft, L2 = 3 ft, and L3 = 7 ft.

the framing plan shown is made of steel beams that are used to support a 100 mm RC slab (unit weight 23.5 kN/m^3) that carries a uniform live load of 4.8 kPa. Determine the maximum moment of the beam HE.

*Using Force Method* Problem: for the uniform beam below, A, C and D are roller supported and F is pin connected to the wall. Use the force method to solve the reaction forces at A, C, D and F, and the moment diagram. *I'm having trouble with the set up since there are two redundant forces, using Cy and Dy as redundant forces.* *If you could just set up one that would help alot*

The 30 ft long simply supported beam slopes at a 9:12 pitch and is supported by Pin C and Roller D. The beam is subjected to the distributed and point loads as shown in the image. Determine the internal normal force (N), internal shear (V), and internal moment (M) at points A and B.

For Beam 3, what is the Maximum Moment of the beam?

9- If FB= 700 N, FC= 560 N, Determine the magnitude of the resultant force and  the direction angles that is acting on the flagpole

Calculate the maximum moment in beam for six moving loads.