A square loop of each side as 'a' and a circular loop with the diameter of length 'a' lie in the xy-plane, where there is a uniform magnetic field B pointing at an angle with the positive z-direction. Each loop carries the same current, in the same sense (clockwise or counterclockwise). Which magnetic torque is larger? By what ratio? (Take the torque T, for square, Tc for the circle) Te is greater than 7, where TC/TS = 4/T. OTS is greater than Te where Ts/ Tc = 8/T. Ts is greater than Te where Ts/ Tc = 4/π. OTS is greater than Te where Ts/ Tc = 2/3π.

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Chapter1: Units, Trigonometry. And Vectors
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A square loop of each side as 'a' and a circular loop with the
diameter of length 'a' lie in the xy-plane, where there is a
uniform magnetic field B pointing at an angle with the positive
z-direction. Each loop carries the same current, in the same
sense (clockwise or counterclockwise). Which magnetic torque is
larger? By what ratio? (Take the torque T, for square, Tc for the
circle)
Te is greater than T, where Tc/ Ts = 4/π.
OT, is greater than Te where Ts/ Tc = 8/T.
OT, is greater than Te where T5 / Tc = 4/π.
OTS is greater than Te where Ts/ Tc = 2/3π.
Transcribed Image Text:A square loop of each side as 'a' and a circular loop with the diameter of length 'a' lie in the xy-plane, where there is a uniform magnetic field B pointing at an angle with the positive z-direction. Each loop carries the same current, in the same sense (clockwise or counterclockwise). Which magnetic torque is larger? By what ratio? (Take the torque T, for square, Tc for the circle) Te is greater than T, where Tc/ Ts = 4/π. OT, is greater than Te where Ts/ Tc = 8/T. OT, is greater than Te where T5 / Tc = 4/π. OTS is greater than Te where Ts/ Tc = 2/3π.
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