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1. Determine thereactionsat the supports:- Since the beam is supported on both ends, there will be two reactions: a vertical reaction at each end.- The sum of theverticalforces should be zero, so the reactions will cancel out the weight of the beam.2. Calculate the values of shear and moment at critical points:- Start from the left end of the beam and move towards the right.- At each point where there is aconcentratedload or a change in load, calculate the shear and moment values.- For example, at the first concentrated load of 2 kip/ft, the shear will increase by 2 kips at that point, while the moment will increase linearly from zero.3. Plot the shear diagram:- Start from the left end of the beam and draw a horizontal line.- At each critical point, make ajumpor drop in the diagram according to the calculated shear value.- For example, if the shear increases by 2 kips at a point, draw an upward jump of 2 kips from the previous value.4. Plot the moment diagram:- Start from the left end of the beam and draw a horizontal line at zero.- At each critical point, make aslopechange in the diagram according to the calculated moment value.- The slope will depend on the distribution of loads and their distances from that point.- For example, if the moment increases linearly from zero at a point, draw an upward sloping line from the previous value.By following these steps, you can accurately draw the shear and moment diagrams for the given beam. Remember to consider the magnitudes andlocationsof loads, as well as the reactions at the supports, to determine the changes in shear and moment along the beam.Note: The given problem statement doesn't provide specific values for the beam's length or additional information about the loaddistribution. Please provide more details if you require a more specific solution.To know more aboutlocationsvisit:brainly.com/question/25010664#SPJ11...