Tweedledum and Tweedledee are carrying a uniform wooden board that is LLL = 3.00 mm long and has a weight of w = 160 N. Tweedledum applies an upward force of magnitude F1 = 60.0 NN at the left end of the board. 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. Enter the letter(s) of the correct equation(s) in alphabetical order. For instance, if you thought that choices A, B, and D were correct, you would enter ABD.

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Chapter10: Fixed-axis Rotation
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Tweedledum and Tweedledee are carrying a uniform wooden board that is LLL = 3.00 mm long and has a weight of w = 160 N. Tweedledum applies an upward force of magnitude F1 = 60.0 NN at the left end of the board.

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.

Enter the letter(s) of the correct equation(s) in alphabetical order. For instance, if you thought that choices A, B, and D were correct, you would enter ABD.

Answer Choices: 

  Axis of Rotation Et
A x=0 (1/2)wL+F2d=0
B x=L (1/2)wL-F2(L-d)-F1L=0
C x=0 (-1/2)wL+F2d=0
D x=d -F1d-F2(d-(1/2)L)=0
E x=(1/2)L (-1/2)F1L+F2(d-(1/2)L)
F x=(1/2)L (1/2)F1L+F2(d-(1/2)L)

 

Part D
Which of the following is the correct equation for ET for the given rotation axis? All rotation axes lie on the x axis and torques
that would cause a counterclockwise rotation are positive.
Axis of Rotation
ΣΤ
zwL+ F2d = 0
A
x = 0
x = L
wL – F2(L – d) – F;L = 0
-글wL + Fad= 0
x = 0
|- F,d – F2 (d – L) =
|-}F,L+ F (d – T.)
FL+ F2 (d - L)
D
x = d
E
F
x =
Enter the letter(s) of the correct equation(s) in alphabetical order. For instance, if you thought that choices A, B, and
D were correct, you would enter ABD.
v View Available Hint(s)
B.
Transcribed Image Text:Part D Which of the following is the correct equation for ET for the given rotation axis? All rotation axes lie on the x axis and torques that would cause a counterclockwise rotation are positive. Axis of Rotation ΣΤ zwL+ F2d = 0 A x = 0 x = L wL – F2(L – d) – F;L = 0 -글wL + Fad= 0 x = 0 |- F,d – F2 (d – L) = |-}F,L+ F (d – T.) FL+ F2 (d - L) D x = d E F x = Enter the letter(s) of the correct equation(s) in alphabetical order. For instance, if you thought that choices A, B, and D were correct, you would enter ABD. v View Available Hint(s) B.
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