Learning eoal: To determine the reaction forces at supporis on a horizontal beam by using the equations of equilibrium for a static application. As shown, beam $A BC$ is supported by the roller at $A$ and pin at $C$ . The geometry of the beam is given by $a = 5.0 ft, b = 6.0 ft$ , and $c = 10.5 ft$ . The applied forces are $F_{1} = 1.40$ kip and $F_{2} = 2.00 kip$ . Force $F_{1}$ is applied at an angle $? = 3 0^{?}$ with the horizontal. Neglect the weight of the beam. (Figure 1)

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Learning eoal: To determine the reaction forces at supporis on a horizontal beam by using the equations of equilibrium for a static application. As shown, beam

A BC

is supported by the roller at

A

and pin at

C

. The geometry of the beam is given by

a = 5.0 ft, b = 6.0 ft

, and

c = 10.5 ft

. The applied forces are

F_{1} = 1.40

kip and

F_{2} = 2.00 kip

. Force

F_{1}

is applied at an angle

? = 3 0^{?}

with the horizontal. Neglect the weight of the beam. (Figure 1)

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