Recent content by Lifeinsteps

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    How to Solve a Three-Force Vector Problem Using the Component Method?

    Thanks so much, I figured out the problem based on your last comment, and just in time. I ended up being the only one in the class who was able to complete the assignment, which made me feel almost bad considering how much help I had to get for it. The professor liked it though! Thanks...
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    How to Solve a Three-Force Vector Problem Using the Component Method?

    Bump! Sorry, I hope that's allowed, I have to get this problem figured out by 1:00 PM, and it's 8:59 AM now. Can anyone help me with this last little step? If I can get this angle then the rest of the problem is pie.
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    How to Solve a Three-Force Vector Problem Using the Component Method?

    I'm still not really sure, exactly, because of the unknown variable... Won't it end up looking like this? 309.5 -200cos(Θ1) = -200sin(Θ1) arccos{309.5 -200cos(Θ1)} = arccos{-200sin(Θ1)} Because when I try to put it either of those I just get a domain error. I can only assume that I'm not...
  4. L

    How to Solve a Three-Force Vector Problem Using the Component Method?

    Okay, so I have to use either arcsin or arccos? I'm sorry; I'm not really sure how to do that right here. Won't that end up kind of encompassing the whole other side? Thanks again, by the way, you've been a huge help.
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    How to Solve a Three-Force Vector Problem Using the Component Method?

    Uh, I can give it a shot, is it something like this? 1) -143 = Acos(210°) + 200cos(Θ1) + 84.5 -84.5 -227.5 = Acos(210°) + 200cos(Θ1) Simplify -227.5 = A(-.87) + 200cos(Θ1) /(-.85) 261.5 = A + 200cos(Θ1) -200cos(Θ1)...
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    How to Solve a Three-Force Vector Problem Using the Component Method?

    -143 = Acos(210°) + 200cos(Θ1) + 84.5 205 = Asin(210°) + 200sin(Θ1) + 181 Like that? But I'm still not really sure how to solve them... I remember something looking like this in high school Pre-Calc but I really don't remember how to do it off the of the top of my head.
  7. L

    How to Solve a Three-Force Vector Problem Using the Component Method?

    Um, Ax = Acos(210°) Ay = Asin(210°) Bx = 200cos(Θ1) By = 200sin(Θ1) That's what you mean, right?
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    How to Solve a Three-Force Vector Problem Using the Component Method?

    Well, yes, I got this far: -143 = Ax + Bx + 84.5 205 = Ay + By + 181 Before, but I wasn't sure what to do. I didn't think of creating a system of equations! I still can't really remember how to do it though... Is there some kind of instructional or something you can recommend? My...
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    How to Solve a Three-Force Vector Problem Using the Component Method?

    I thought I was familiar enough to handle these problems, but apparently, I'm not! Is there some kind of equations or something I should know that can help me out here? I am totally stumped! I calculated all the components to the two that it's possible for, but I just have no idea what to do to...
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    How to Solve a Three-Force Vector Problem Using the Component Method?

    Homework Statement R is the resultant of the three forces A, B, and C, that is R = A + B + C. If A = (A) N, 210°, B = 200 N, Θ1, C = 200 N, 65°, and R = 250 N, 125°. Use the component method to determine A and Θ1. (There may be two solutions to this one.) Check your result by...
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