f the magnitude of the resultant force is to be 9kN directed along the
positive x axis, determine the magnitude of force T acting on the eyebolt
and its angle delta.
T=F12+F22−2F1F2cos45°,T=\sqrt{{F_1}^2+{F_2}^2-2F_1F_2\cos45°},T=F12+F22−2F1F2cos45°,
T=6.57 kN,T=6.57~kN,T=6.57 kN,
δ=arctanF1sin45°T,\delta= \arctan \frac {F_1\sin 45°}{T},δ=arctanTF1sin45°,
δ=30.6°.\delta= 30.6°.δ=30.6°.
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