Calculating Moments About a Point

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The discussion revolves around calculating moments about a point, specifically the signs assigned to clockwise and counter-clockwise moments. The user initially took clockwise moments as positive but later realized that both forces, F_x and F_y, actually cause counter-clockwise rotation. After reevaluating, the user calculated the moment about point O as (F_x * 0.15) + (F_y * 1.5) = 3.74 kN, confirming the direction of rotation. Feedback indicated that while the calculation was correct, the units of the answer needed attention. Properly defining the direction of moments is crucial for accurate calculations in mechanics.
Bolter
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Homework Statement
See below
Relevant Equations
moment = force x perpendicular distance
Not sure if I answered this question right

Screenshot 2020-10-11 at 23.19.42.png

IMG_5352.JPG


I took my clockwise moments as +ve and counter-clockwise moments as -ve

Any help would be much appreciated! Thanks
 
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Should ##F_x## be positive or negative?

Are you sure you took clockwise as positive for the moments? Does ##F_y## tend to rotate the object clockwise or counterclockwise?
 
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TSny said:
Should ##F_x## be positive or negative?

Are you sure you took clockwise as positive for the moments? Does ##F_y## tend to rotate the object clockwise or counterclockwise?

Oh it looks like Fy is trying to rotate the bar counter-clockwise
whereas Fx is also rotating it counter-clockwise?

so let's say I took counter-clockwise to be a positive moment, then the moment about O is (Fx * 0.15) + (Fy * 1.5) = 3.74 kN?
 
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It looks OK to me.
 
Bolter said:
Oh it looks like Fy is trying to rotate the bar counter-clockwise
whereas Fx is also rotating it counter-clockwise?
Yes

so let's say I took counter-clockwise to be a positive moment, then the moment about O is (Fx * 0.15) + (Fy * 1.5) = 3.74 kN?
Looks good except for the units of the answer.
 
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