Calculate Tension of Two Wires: Physics/Precalc

AI Thread Summary
To calculate the tensions in two wires supporting a 1200 lbs weight at angles A = 35 degrees and B = 30 degrees, the user struggles with vector magnitude equations and feels their approach is incorrect. They express confusion over using the angle theorem and vector analysis, stating that their attempts lead to unsolvable equations. The user questions the application of the Pythagorean theorem, believing tension calculations differ from simple magnitude problems. They seek clarity on the correct method to resolve the tensions in this physics/precalc scenario. Overall, the discussion highlights the challenges of applying vector analysis in tension problems.
Planetx
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I am tasked to find the tensions of two wires by calculating the "magnitude of the vector" in a high school physics/precalc class. I have tried working out the equation in several ways but they all end up in an unsolvable format. So, in reference to the picture, A = 35 degrees, B= 30 degrees and sides a and b symbolize the magnitude or tension on two vectors when holding a 1200 lbs weight from a level position. I am given no other information.
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I have found that x = (-ycos35/cos150) no? And I tried substituting it into a few equations I worked out. I feel I am in the WAY wrong direction here and common sense is failing me.
 
Planetx said:
I have found that x = (-ycos35/cos180) no? And I tried substituting it into a few equations I worked out. I feel I am in the WAY wrong direction here and common sense is failing me.
I realize this is a simple problem but my application of angle theorem and vector analysis is limited so far.
 
Some people told me pythagorean theorem is that simple but i figured tension would be different from magnitude
 
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