the figure, a conducting rectangular body of dimensions dx = 9.92 m, dy = 3.96 m, and dz = 1.85 m moves at constant velocity v→ = (13.0 m/s)î through a uniform magnetic field B→ = (24.6 mT)ĵ. (a) What is the resulting electric field within the body, in unit-vector notation? (b) What is the resulting potential difference across the body?
the figure, a conducting rectangular body of dimensions dx = 9.92 m, dy = 3.96 m, and dz = 1.85 m moves at constant velocity v→ = (13.0 m/s)î through a uniform magnetic field B→ = (24.6 mT)ĵ. (a) What is the resulting electric field within the body, in unit-vector notation? (b) What is the resulting potential difference across the body?
the figure, a conducting rectangular body of dimensions dx = 9.92 m, dy = 3.96 m, and dz = 1.85 m moves at constant velocity v→ = (13.0 m/s)î through a uniform magnetic field B→ = (24.6 mT)ĵ. (a) What is the resulting electric field within the body, in unit-vector notation? (b) What is the resulting potential difference across the body?
In the figure, a conducting rectangular body of dimensions dx = 9.92 m, dy = 3.96 m, and dz = 1.85 m moves at constant velocity v→ = (13.0 m/s)î through a uniform magnetic field B→ = (24.6 mT)ĵ. (a) What is the resulting electric field within the body, in unit-vector notation? (b) What is the resulting potential difference across the body?
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Quantities that have magnitude and direction but not position. Some examples of vectors are velocity, displacement, acceleration, and force. They are sometimes called Euclidean or spatial vectors.
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