Asked by Jimmy
                Which of the following is the correct equation for Στ for the given rotation axis? All rotation axes lie on the x axis and torques that would cause a counterclockwise rotation are positive.
            
            
        Answers
                    Answered by
            Jimmy
            
    whoopsies not the answer
The real answer has to start with these first two letters: B and C.
Here are all my choices:
*A
Axis of Rotation: x = 0
Στ: 1/2*w*L + F2*d=0
B
Axis of Rotation: x = L
Στ: 1/2*w*L - F2*(l-d)-F1*L=0
C
Axis of Rotation: x = 0
Στ: -1/2*w*L + F2*d=0
D
Axis of Rotation: x = d
Στ: -F1*d - F2(d-1/2*L) = 0
E
Axis of Rotation: x = 1/2*L
Στ: -1/2*L + F2(d-1/2*L) =0
F
Axis of Rotation: x = 1/2*L
Στ: 1/2*F1*L - F2(d-1/2*L) = 0
    
The real answer has to start with these first two letters: B and C.
Here are all my choices:
*A
Axis of Rotation: x = 0
Στ: 1/2*w*L + F2*d=0
B
Axis of Rotation: x = L
Στ: 1/2*w*L - F2*(l-d)-F1*L=0
C
Axis of Rotation: x = 0
Στ: -1/2*w*L + F2*d=0
D
Axis of Rotation: x = d
Στ: -F1*d - F2(d-1/2*L) = 0
E
Axis of Rotation: x = 1/2*L
Στ: -1/2*L + F2(d-1/2*L) =0
F
Axis of Rotation: x = 1/2*L
Στ: 1/2*F1*L - F2(d-1/2*L) = 0
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