Question: the magnitude ( in ( mathrm { N } cdot mathrm { m } ) ) and direction of the

the magnitude (in \(\mathrm{N}\cdot \mathrm{m}\)) and direction of the torque on the loop?
magnitude 0.-\(\mathrm{N}\cdot \mathrm{m}\)
direction
clockwise about an east/west axis as seen from east of the loop
(b) Does this device have any practical applications as a motor?
Yes, this principle is the basis for many practical devices, such as electric motors. In electric motors, torque generated by current-carrying loops in magnetic fields is used to produce rotational motion, which can then perform mechanical work.
Score: 0.34 out of 0.34
Comment:
the magnitude ( in \ ( \ mathrm { N } \ cdot \

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