Recent content by Sdawg1969

  1. S

    Webpage title: Solving for Tension in a Rope Problem

    ok, if both lengths of rope were equal T1=Fg/2 T2=Fg/2 they are not but this gives me an idea...
  2. S

    Webpage title: Solving for Tension in a Rope Problem

    I messed you up more then I helped, sorry man. I need my notes/book/calculator and they are all in my car.. sorry to take you down the wrong track like that
  3. S

    Webpage title: Solving for Tension in a Rope Problem

    no- I think we did something wrong. T1+T2=565N so you could say T1=565-T2
  4. S

    Webpage title: Solving for Tension in a Rope Problem

    right I wish the pictures would work, as that would have made this so much easier, but hopefully that helped you
  5. S

    Webpage title: Solving for Tension in a Rope Problem

    so let T1 = hyp1 then cos(80)=565N/T1 let T2 = hyp2 then cos(65)=565N/T2
  6. S

    Webpage title: Solving for Tension in a Rope Problem

    565 is the force upward! it is the Normal force (Fn). the sumation of all forces on her is zero (she is not falling ie. accelerating down, or up) so Fn=Fg and as you said Fg=565N=Fn
  7. S

    Webpage title: Solving for Tension in a Rope Problem

    SohCahToa Sin=Opp/Hyp Cos=Adj/Hyp Tan=Opp/Adj sohcahtoa
  8. S

    Webpage title: Solving for Tension in a Rope Problem

    not quite- cos\Theta=adjacent/hyp, 565N is the adjacent, so...
  9. S

    Webpage title: Solving for Tension in a Rope Problem

    right, so you have an angle, and side (Newtons). the rest should be simple
  10. S

    Webpage title: Solving for Tension in a Rope Problem

    you don't need to figure out the vertical component of force, you should know that. What is the vertical component of force in Newtons?
  11. S

    Webpage title: Solving for Tension in a Rope Problem

    got it, ok --------------- |65\.../80|
  12. S

    Webpage title: Solving for Tension in a Rope Problem

    so are the angles ----------------- \ 65*...|...80*/
  13. S

    Webpage title: Solving for Tension in a Rope Problem

    does the problem look like this? A --------- c ----------------- B ---------- D AB would be the rope, D would be the climber, 80* would be the angle between Dc and DB, and 65* would be the angle between Dc and DA?
  14. S

    Webpage title: Solving for Tension in a Rope Problem

    no, it does not. but depending on where the angles are, you are going to use sin or cos to figure out your 2 tensions
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