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Determine the EQUATIONS for SLOPE and DEFLECTION of the beam shown using the DOUBLE INTEGRATION method.
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- Problem 14 , 3 parts ....plz solve all parts I vll upvoteA force of F = {6i - 2j + 1k} kN produces amoment of MO = {4i + 5j - 14k} kN ⋅ m about the origin,point O. If the force acts at a point having an x coordinateof x = 1 m, determine the y and z coordinates. Note: Thefigure shows F and MO in an arbitrary position.Determine forces in members BC, BG and FG
- Two distributed loads act on the beam AB. If the resultant of this loads is a 2400 N-mcounterclockwise couple (a) Determine the load intensity, w at B and the distance “a” (b) what are thereactions at A and B ?Note: draw its fbd and solveDetermine the x, y, z components of internal loading at a section passing through point B in the pipe assembly. Neglect the weight of the pipe. TakeF1 = {100i - 200j - 300k} N and F2 = {100i + 500j}N.
- Solve only Beam 2Part A : Replace the loading by a single resultant force and determine its magnitude Part B : Specify the location of the resultant force measured from point O. Assume that the location of the equivalent resultant force is not necessary on the DownReplace 2 at udl with 12.1 Use Moment distribution method Solve for both without support settlement (no sidesway) support settlement (sidesway)