•18 In Fig. 30-43, two straight conducting rails form a right an- gle. A conducting bar in contact with the rails starts at the vertex at time t= 0 and moves with a constant velocity of 5.20 m/s along them. A magnetic field with B = 0.350 T is directed out of the Fig. 30-43 Problem 18. page. Calculate (a) the flux through the triangle formed by the rails and bar at t = 3.00 s and (b) the emf around the triangle at that time. (c) If the emf is & = at", where a andn are constants, %3D what is the value of n?

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Chapter1: Units, Trigonometry. And Vectors
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•18 In Fig. 30-43, two straight
conducting rails form a right an-
gle. A conducting bar in contact
with the rails starts at the vertex
at time t = 0 and moves with a
constant velocity of 5.20 m/s
along them. A magnetic field with
B = 0.350 T is directed out of the
Fig. 30-43 Problem 18.
page. Calculate (a) the flux through the triangle formed by the
rails and bar at t = 3.00 s and (b) the emf around the triangle at
that time. (c) If the emf is E = at", where a and n are constants,
what is the value of n?
Transcribed Image Text:•18 In Fig. 30-43, two straight conducting rails form a right an- gle. A conducting bar in contact with the rails starts at the vertex at time t = 0 and moves with a constant velocity of 5.20 m/s along them. A magnetic field with B = 0.350 T is directed out of the Fig. 30-43 Problem 18. page. Calculate (a) the flux through the triangle formed by the rails and bar at t = 3.00 s and (b) the emf around the triangle at that time. (c) If the emf is E = at", where a and n are constants, what is the value of n?
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