Having trouble with this Moments about the coordinate axes problem

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SUMMARY

The discussion centers on calculating the moment M_y of a force F about the y-axis in a mechanics problem involving moments about coordinate axes. The given moments are M_x = -77 lb ft and M_z = -81 lb ft, with a distance d = 27 in. The participant initially attempts to use the moment formulas but struggles with determining the correct components of the force. Another user points out that the coordinates x, y, and z need to be converted from inches to feet by dividing by 12, indicating a misunderstanding in unit conversion.

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Having trouble with this "Moments about the coordinate axes" problem!

When a force F is applied to the handle of the valve shown, its moments about the x and z axes are, respectively, M_x= -77 lb ft and M_z= -81 lb ft. For d=27 in., determine the moment M_y of F about the y axis.
[PLAIN]http://img411.imageshack.us/img411/8366/092310015800.jpg

I figure I'm supposed to use the formulas:

M_x= yF_z - zF_y
M_y= zF_x - xF_z
M_z= xF_y - yF_x

but I'm having trouble on finding a component of the force.

Also, are my x,y,z's correct??

I got, x=-4, y=11, z=-27

Thanks!
 
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Sorry for the large picture, right click>view image for a better view of it!
 


im working on this same problem and i can't figure it out at all. all i know is that your x,y,and zs are wrong. you are given the moments with units of ft.*lbs. and those numbers are inches, so you need to divide them by 12 to make them feet.

i managed to express M_y in terms of F_y but idk how to solve for F_y. its still in terms of F and theta. there must be more equations to use that we arent thinking of.
 

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