diagram above). Describe what angle the magnetic force on the loop will be at as the triangular loop begins to enter the B-Field and describe how you derived that answer. (You do not need to calculate the magnitude of the force.)

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Chapter1: Units, Trigonometry. And Vectors
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90°
180
270
A triangular 45°-45°-90° loop of wire is
entering a region of homogeneous,
collimated B-Field at a constant
velocity, such that its direction of travel
is parallel to one of the equal-length
sides of the triangle (as shown in the
diagram above). Describe what angle
the magnetic force on the loop will be
at as the triangular loop begins to enter
the B-Field and describe how you
derived that answer. (You do not need to
calculate the magnitude of the force.)
Transcribed Image Text:90° 180 270 A triangular 45°-45°-90° loop of wire is entering a region of homogeneous, collimated B-Field at a constant velocity, such that its direction of travel is parallel to one of the equal-length sides of the triangle (as shown in the diagram above). Describe what angle the magnetic force on the loop will be at as the triangular loop begins to enter the B-Field and describe how you derived that answer. (You do not need to calculate the magnitude of the force.)
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