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A Conducting Rod Whose Length Is =1.60 m\ell = 1.60 \mathrm {~m}

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A conducting rod whose length is =1.60 m\ell = 1.60 \mathrm {~m} is placed on frictionless U\mathrm { U } -shaped metal rails that is connected to a lightbulb having a resistance of 4.00Ω4.00 \Omega as shown in the figure. The rails and the rod are in the plane of the page. A constant uniform magnetic field of strength 2.20 T2.20 \mathrm {~T} is applied perpendicular to and out of the paper. An external applied force moves the rod to the right with a constant speed of 6.00 m/s6.00 \mathrm {~m} / \mathrm { s } . At what rate is energy dissipated in the lightbulb?
 A conducting rod whose length is  \ell = 1.60 \mathrm {~m}  is placed on frictionless  \mathrm { U } -shaped metal rails that is connected to a lightbulb having a resistance of  4.00 \Omega  as shown in the figure. The rails and the rod are in the plane of the page. A constant uniform magnetic field of strength  2.20 \mathrm {~T}  is applied perpendicular to and out of the paper. An external applied force moves the rod to the right with a constant speed of  6.00 \mathrm {~m} / \mathrm { s } . At what rate is energy dissipated in the lightbulb?   A)   21.2 \mathrm {~W}  B)   112 \mathrm {~W}  C)   11.5 \mathrm {~W}  D)   60.0 \mathrm {~W}  E)   121 \mathrm {~W}


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