$(2$ Points$)$ True$/$False: The bending moment at a point is equal to the integral of the shear force diagram up to that point.

True False

$(2$ Points$)$ Which of the following is not true about the shear force in a beam? Circle all that apply.

a$.$ Shear force is constant along the length of the beam.

b$.$ Shear force changes only at points where there are loads applied.

c$.$ Shear force is maximum at the supports and zero at the midpoint.

d$.$ Shear force is zero in all simply supported beams.

$(2$ Points$)$ True$/$False: Normal force diagrams can be used to assess bending moments in members.

True False

$(2$ Points$)$ Draw the appropriate loadings on an torsionly$-$loaded member AE to produce the given torque diagram.

$(2$ Points$)$ In the method of sections, after cutting the structure and considering one of the sections, what should be done next?

a$.$ Calculate the total load on the structure

b$.$ Determine the internal moments only

c$.$ Apply the equilibrium equations to the section

d$.$ Assume all internal forces are equal

MAKE SURE ALL ANSWERS ARE CORRECT