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

this is needed ASAP. thank you!

ferce F = {400i – 100j – 700k} lb acts at the end of the beam. Determine Problem 2: The %3D - the moment of this force about point O. F В 8 ft 1.5 ft 0.25 ft

Solve the frame approximately using Portal Method. 40KN A B 4m 100KN e D E a d 6m to 8m Determine the magnitude of the moment reaction at g.

Given : M1 = 4000 N/m M2 = 9000 N/m P = 3600 N (downward) w1= 800 N/m (downward) w2 = 600 N/m (downward) a = 4 m b = c = d = 5 m Determine the following:d. The maximum negative moment (in N-m).e. The location of maximum shear from the left end of the beam (in m).f. The location of the maximum moment from the left end of the beam (in m). Kindly Draw the detailed Shear and Moment Diagram. Compute for all of the necessary elements, Include the proper units, use the proper formula and round-off all the answers and final answers to 2 decimal places.

Using the force method of analysis, determine the reactions at the supports then draw the shear and moment diagrams for the beam shown in in the diagram Assume the support at B is a roller. Use the moment at A as the redundant. Take ?? as constant

W A B L- The propped cantilever beam above is subjected to a linearly-varying load, as shown. El is constant. Which of the following is closest to the vertical force reaction at point A? 0.333 w-L 0.25.w L 0.50-w-L 0.10 w-L

A rectangular beam has the following properties: fc'=28MPa fy=270MPa b=300mm d=450mm As=4 of 36mm diameter bars Compute For: 1.) If the fc' is reduced by 50%, the difference in the magnitude of the ultimate moment capacity is Blank 1kN.m.

Determine the resultant internal shear force acting on the cross section at point C in the beam (express your answer in the box provided bellow in N without including the sign or its unit symbol). The load D=334 kg has a mass of and is being hoisted by the motor with constant velocity. 2 m -2 m -2 m 0.1 m 0.1 m C B -1m-1.5 m- D M

From the beam shown, determine the maximum positive moment. In kN.m