A conducting rod of length t= 35.0 cm is free to slide on two parallel conducting bars as shown in the figure below. Two resistors R, = 2.00 a and R, = 5.00 0 are connected across the ends of the bars to form a loop. A constant magnetic field 8 = 2.20 T İs directed perpendicularly into the page. An external agent pulls the rod to the left with a constant speed of v= 8.30 m/s. Find the following. (a) the currents in both resistors 2.00-0 resistor 5.00-0 resistor A (b) the total power delivered to the resistance of the circuit (c) the magnitude of the applied force that is needed to move the rod with this constant velocity N x x x x x x X x > x x x Xx x x x xx x > xx

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A conducting rod of length t = 35.0 cm is free to slide on two parallel conducting
bars as shown in the figure below. Two resistors R, = 2.00 n and R, = 5.00 n are
connected across the ends of the bars to form a loop. A constant magnetic
field B = 2.20 T İis directed perpendicularly into the page. An external agent pulls
the rod to the left with a constant speed of v = 8.30 m/s. Find the following.
R
(a) the currents in both resistors
2.00-0 resistor
A
5.00-0 resistor
(b) the total power delivered to the resistance of the circuit
(c) the magnitude of the applied force that is needed to move the rod
with this constant velocity
x x x X x >
x x x x x x
х х х х х х
x x x X x x
x x xx x x
x x
xx x x
x x x x x x
Transcribed Image Text:A conducting rod of length t = 35.0 cm is free to slide on two parallel conducting bars as shown in the figure below. Two resistors R, = 2.00 n and R, = 5.00 n are connected across the ends of the bars to form a loop. A constant magnetic field B = 2.20 T İis directed perpendicularly into the page. An external agent pulls the rod to the left with a constant speed of v = 8.30 m/s. Find the following. R (a) the currents in both resistors 2.00-0 resistor A 5.00-0 resistor (b) the total power delivered to the resistance of the circuit (c) the magnitude of the applied force that is needed to move the rod with this constant velocity x x x X x > x x x x x x х х х х х х x x x X x x x x xx x x x x xx x x x x x x x x
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