Section 6.3 Please, do 81 in step by step fashion. Thank you. [ATTACH=full]1817[/ATTACH]
81. V1= 75(cos(30)°,sin(30)° V2=100(cos(45)°,sin(45)°) V3=125(cos(120),sin(120)) The usual method is to resolve each force into a component along the x axis and another along the y axis. Add up the components. Then compound them back together. So for the x components: Rx = 75cos(30° )+ 100cos(45°) + 125cos(120°)=73.163 For the y components: Ry = 75sin(30)° + 100sin(45) + 125sin(120°)=179.618 Then resultant R= sqrt( (R[x])^2 +( R[y])^2) R= sqrt( (73.163)^2 +( 179.618)^2) R= 193.947 At angle inv tan(alpha)= (Ry/Rx) tan(alpha)=179.618 /73.163 tan(alpha)=2.455038749094488 alpha=tan^-1(2.455038749094488) alpha=1.1839908188921035...(result in radians) alpha=67.84°
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