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Exam questions from a physics 234 course held in winter 1992. The questions cover various topics such as capacitors, lrc circuits, magnetic fields, and electric fields. Students are required to work out problems using given formulas and provide answers with appropriate units and significant figures.
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AJM:4/23/09 1
Name
Please work the problems on separate sheets of paper and staple this sheet to the front. Read each
problem carefully. Make sure that your answers are given with a reasonable number of sig figs and that
you have included appropriate units. I can only give partial credit if I can follow your work, so try to be
as clear as possible about what you are doing. A few formulas for reference:
o ⌡
E ⋅d A =
q
ε o
, o ⌡
B ⋅d A = 0 , o ⌡
E ⋅d s = –
d
dt
B ⋅d A , o ⌡
B ⋅d s = μ o
i + ε o
d
dt
E ◊d A
μ o
, t = $
the switch is closed. What is the maximum subsequent current in
the circuit?
dissipates an average 80 mW of power. The rms voltage across the inductor is 3.0 V. The current
leads the generator voltage by 30 degrees.
a) [3 pts] What is the power factor?
b) [3 pts] Is the angular resonance frequency
higher or lower than 4000 rad/s? Explain.
c) [19 pts] Fill in a table like that at right. (ω o
is
the angular resonance frequency.)
MHz radio wave. At the position shown in the figure at
right the magnetic field is a maximum and has a value of 2.0 x
a) [5 pts] Indicate the direction of the electric field at the
point shown.
b) [20 pts] How far is this point from the transmitter?
perimeter of the region between the plates of a capacitor. The field
has a magnitude of 1.0 x 10
of 20 cm.
C = 2.0μF
L = 50 mH
switch
rms
rms
o
Direction of
propagation
AJM:4/23/09 2
a) [3 pts] Can you tell what direction E is between the plates? Explain.
b) [3 pts] Can you tell what direction current is flowing in the wires? Explain.
c) [12 pts] Calculate
dE
dt
in the region between the plates.
The figure at bottom right shows the same capacitor with the same current flowing in the wires.
Consider the “Amperian path” shown. It forms the perimeter of a rectangular area that slices
through the two plates leaving 1/4 of the nearer plate and 3/4 of the farther plate “on the other side”
from this point of view.
d) [7 pts] Find o ⌡
⌠ B ⋅d s around the path in the direction indicated.