Q$1.$ Fill in the boxes

Q$2.$ Draw the free body diagram of the beam. I provided a starting point below. Fill in the remaining.

Q$3.$ Determine the reactions $($ignore weight of beam$).$

Q$4.$ Fill in the summary table

A $10ft$ long horizontal beam has a pinned support at the left end attached to a wall. A cable support at the right end is attached to the wall $4ft$ above the beam. A $2000lb$ sign is suspended from the mid$-$point of the beam. The horizontal beam weights $80lb\frac{s}{f}t.$ Assume the cable weight is negligible $($can be ignored since its so small$).$

A Suspended Sian with Pin Support at Wall

$*$Remember to draw all the reactions. Note the reaction from the cable on the beam follows the same direction as the cable. Like what we did

in class. See the topics

$*$Be sure to put all the loads and all dimensions

"Label the reactions

$*$Remember you will have a uniform distriubted load $($UDL$)$ from the

weight of the horizontal beam

SUMMARY:

REACTION SUMMARY

$\backslash$table$[[$Label$,$Force $($lbs$)],[,],[,],[,]]$

A$.$ What is the force in the cable: Ibs

B$.$ Is the cable in tension or compression?

P$.$S$.$ In HW$7,$ you will be asked to find the required area of the cable like we did in class.