How Do You Calculate the Direction of an Equilibrant?

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To calculate the direction of the equilibrant for the given forces, first determine the resultant vector by using the law of cosines, which has already yielded a magnitude of 60 N. Next, to find the direction, resolve each force into its components, then sum these components to find the resultant vector's angle. The equilibrant will be equal in magnitude but opposite in direction to this resultant vector. A clear understanding of vector addition and trigonometry is essential for accurately determining the direction. The discussion emphasizes the need for further clarification on the directional calculation process.
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Homework Statement



A 46 N force acts S32oW while a 56 N force acts S40oE. Calculate the magnitude and direction of the equilibrant.



Homework Equations



Not really sure...


The Attempt at a Solution



Well, I got the answer for the magnitude. I used C2=a2 + b2 - 2abcosC and I got 60 N.

But I do not understand how to get the direction. An explanation would greatly help!
 
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