The L-shaped frame ACD is supported by joints at A and D and is supported by a single cable GBH that passes through a ring at B and attached to hooks at G and H. Knowing that the tension in the cable is T-550 N, determine the moment about the diagonal AD of the force exerted on the frame by portion BG of the cable following the Parts (A) - (G) below. The length variables are a 0.5 m,b=2 m, c = 0.75 m, d-1m,e-1m, respectively. NOTE 1: Pay extra attention to the arrangement of the x, y and z-axes: y-axis vertical, z-axis horizontal from right to left, and x-axis horizontal from the left to right. This is a legitimate right-handed system, displayed differently from the view used in our textbook. NOTE 2: Give the answer up to THREE significant digits. For example: 0, 0.0, 0.00 (any will do) for ZERO

Elements Of Electromagnetics
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The L-shaped frame ACD is supported by joints at A and D and is supported by a single cable GBH that passes through a ring at B and attached to hooks at G and
H. Knowing that the tension in the cable is T-550 N, determine the moment about the diagonal AD of the force exerted on the frame by portion BG of the cable
following the Parts (A) - (G) below. The length variables are a 0.5 m,b=2 m, c = 0.75 m, d = 1 m, e = 1 m, respectively.
NOTE 1: Pay extra attention to the arrangement of the x, y and z-axes: y-axis vertical, z-axis horizontal from right to left, and x-axis horizontal from the left to right. This is
a legitimate right-handed system, displayed differently from the view used in our textbook.
NOTE 2: Give the answer up to THREE significant digits. For example:
0, 0.0, 0.00 (any will do) for ZERO
12300 (round down) for 12335
12400 (round up) for 12378
NOTE 3: Although the intermediate answers shoud be provided up to 3 significant digits, do not use this answer to calculate the following results. Instead, always keep
and use the full, non-truncated, solution in the calculator to obtain the following and the final results.
C
a
d
a
H
Get the x, y, and z components of the position vector FBG.
Make sure to separate three entries, x, y, and z components by commas in between, like x, y, z.
Get the magnitude of the position vector FBG
Get the x, y, z components of the unit vector ugc in the direction of the vector FBG.
Get the x, y, z components of the force vector F Beacting in the portion BG of the cable.
Get the x, y, z components of the moment of the force FBçabout point A.
Get the x, y, z components of the unit vector UAD in the direction of the diagonal AD.
Transcribed Image Text:The L-shaped frame ACD is supported by joints at A and D and is supported by a single cable GBH that passes through a ring at B and attached to hooks at G and H. Knowing that the tension in the cable is T-550 N, determine the moment about the diagonal AD of the force exerted on the frame by portion BG of the cable following the Parts (A) - (G) below. The length variables are a 0.5 m,b=2 m, c = 0.75 m, d = 1 m, e = 1 m, respectively. NOTE 1: Pay extra attention to the arrangement of the x, y and z-axes: y-axis vertical, z-axis horizontal from right to left, and x-axis horizontal from the left to right. This is a legitimate right-handed system, displayed differently from the view used in our textbook. NOTE 2: Give the answer up to THREE significant digits. For example: 0, 0.0, 0.00 (any will do) for ZERO 12300 (round down) for 12335 12400 (round up) for 12378 NOTE 3: Although the intermediate answers shoud be provided up to 3 significant digits, do not use this answer to calculate the following results. Instead, always keep and use the full, non-truncated, solution in the calculator to obtain the following and the final results. C a d a H Get the x, y, and z components of the position vector FBG. Make sure to separate three entries, x, y, and z components by commas in between, like x, y, z. Get the magnitude of the position vector FBG Get the x, y, z components of the unit vector ugc in the direction of the vector FBG. Get the x, y, z components of the force vector F Beacting in the portion BG of the cable. Get the x, y, z components of the moment of the force FBçabout point A. Get the x, y, z components of the unit vector UAD in the direction of the diagonal AD.
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