Finding the Resultant of two tensil forces?

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The discussion focuses on finding the resultant of two tensile forces both analytically and graphically. The user expresses confusion regarding their calculations and seeks assistance in completing the solutions. Forum members advise on improving graphical representation by using graph paper and a protractor for accurate angle measurement, specifically recommending a 60-degree angle for vector addition. They emphasize the importance of comparing results obtained from both analytical and graphical methods to ensure consistency.

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Finding the Resultant of two tensile forces?

I'm having problems finding the resultant of these two forces both analytically and graphically. I've mad a start but I'm pretty lost. Is this all correct?

http://i45.photobucket.com/albums/f98/pastilles/q1-3.jpg


I've managed to complete this much. If someone can finish off both solutions and explain to me I would be grateful!

http://i45.photobucket.com/albums/f98/pastilles/Scan10020.jpg

Thank you,
 
Last edited by a moderator:
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elephunk said:
I'm having problems finding the resultant of these two forces both analytically and graphically. I've mad a start but I'm pretty lost. Is this all correct?

http://i45.photobucket.com/albums/f98/pastilles/q1-3.jpg


I've managed to complete this much. If someone can finish off both solutions and explain to me I would be grateful!

http://i45.photobucket.com/albums/f98/pastilles/Scan10020.jpg

Thank you,

We don't finish off your solutions for you here at the PF -- you do the work. Now, for the graphical part of the solution, just draw the lengths of the vectors a little more carefully. If you have graph paper or Engineering paper, thaw will make it easier. Use a protractor to get the 60 degree angle right, and use vector addition (think nose-to-tail) to add the two vectors graphically. Compare the answers you get with the two methods -- are they about the same?
 
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