Can I use method of sections anywhere?

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Homework Statement



Find the tension in the rope

Diagram of a vertical rigid member pinned at B on a support, with a rope or strut from A on the ground to point C on the member at 45 degrees; a 100 N force acts at the top at 30 degrees, with points D and C marked and dimensions of 4 m total height and 1 m spacings, plus x-y-z axes.


Homework Equations



F=ma

The Attempt at a Solution



I was wondering whether I could use method of sections in this problem to divide the two systems so that I could find the tension in the rope.

I have a strong feeling that I won't be able to.. why can't I?
 
You don't need the method of sections. You just need to draw a FBD for the bar BD and then write the equations of static equilibrium.
 
NoobeAtPhysics said:

Homework Statement



Find the tension in the rope

Diagram of a vertical beam pinned at base point B and supported by an inclined member from A to C, with a 100 N force at 30 degrees at the top, 45 degree angle marked at C, points D and C on the beam, and dimensions of 4 m and two 1 m segments, with x and y axes shown.


Homework Equations



F=ma

The Attempt at a Solution



I was wondering whether I could use method of sections in this problem to divide the two systems so that I could find the tension in the rope.

I have a strong feeling that I won't be able to.. why can't I?
What you are calling "method of sections" is more generally referred to as "free body diagram(FBD)". You can take a FBD anywhere, but is is simplest to take one that cuts through the rope, then apply Newton's laws for the equilibrium case (a = ??) .