Force (Can someone check what I did wrong)

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The discussion revolves around calculating the force on side A-B of a loop in a magnetic field. The user initially miscalculated the angle between the magnetic field and side A-B, mistakenly using 30 degrees instead of the correct 90 degrees. Clarification was provided that the 30-degree angle refers to the loop's plane relative to the magnetic field, not the angle between the field and side A-B. The correct force calculation involves understanding the orientation of the loop and the magnetic field direction. Ultimately, the user received confirmation on their corrected understanding of the angles involved.
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Can you tell me what I did wrong.

I posted it on photobucket:

http://img.photobucket.com/albums/v228/LianaBlank/img003.bmp
 
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Could you magnify it a bit?
It is difficult to read the text.
 
Well, it's a little bigger, but still kind of small

http://img.photobucket.com/albums/v228/LianaBlank/cc5a5559.bmp

Basically, I know that
I = 5 A
B= 0.5 T
the sides of the loop are 0.05 m long
The loopp was rotated around the Y axis and makes a 60 degree angle with the X-Y plane

I must find the Force on side A-B.

My answer (0.0625) is 1/2 of the correct answer (0.125).
 
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If the B field is in the + z direction, then what's the angle between that B-field and side a-b? It's not 60 degrees!
 
I used 30 degrees (angle between B and A-B)... Is that correct?
 
Josh123 said:
I used 30 degrees (angle between B and A-B)... Is that correct?
No, it's not. (For some reason I thought you used 60 degrees... sorry about that!) Hint: the line A-B is parallel to the Y-axis.
 
Josh123 said:
I used 30 degrees (angle between B and A-B)... Is that correct?
Note that 30 degrees is the angle that the plane of the loop makes with the B-field. It is not the angle between the B-field and the line segment A-B!
 
Oh ok. It's at 90 degrees from B then. That makes more sense. Basically, the side that is 30 degrees from B is the bottom wire right?

Thanks for your help
 
You got it.
 
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