Example Problems #5 A typical digital cell phone emits radio waves with a frequency of 1.9 GHz. A. What is the wavelength? B. What is the energy of the individual photons? C. If the phone emits 0.60 W, how many photons are emitted each second?

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Chapter29: Introduction To Quantum Physics
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Problem 30PE: (a) What is the ratio of power outputs by two microwave ovens having frequencies of 950 and 2560...
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Example Problems
#5 A typical digital cell phone emits radio waves with a frequency of
1.9 GHz.
A. What is the wavelength?
B. What is the energy of the individual photons?
C. If the phone emits 0.60 W, how many photons are emitted
each second?
Transcribed Image Text:Example Problems #5 A typical digital cell phone emits radio waves with a frequency of 1.9 GHz. A. What is the wavelength? B. What is the energy of the individual photons? C. If the phone emits 0.60 W, how many photons are emitted each second?
#4
graphs for a
How would the current-vs-time
magnetic monopole and a bar magnet differ
as they pass through a wire loop?
As a bar magnet falls down through a
horizontal wire loop, the magnetic field
would always point in the same direction
(e.g., downward) but the flux through the
loop would increase, then decrease.
Therefore the induced current direction
would change signs as the bar magnet
passes through the loop (e.g., first
negative current, then positive).
a) Draw a graph of the induced
current vs time for this scenario.
If a hypothetical "North" magnetic
monopole were to pass through the same
wire loop, its magnetic flux through the
loop would change in both direction and
strength. Its magnetic field lines would
point directly away from it radially in all
directions, so its flux through the loop
would first be down and increasing, then
change to upward and decreasing.
b) Use Lenz's Law to determine how
the induced current changes with
time, and draw the new graph.
c) Would this provide a unique
experimental result proving the
detection of a magnetic monopole?
Transcribed Image Text:#4 graphs for a How would the current-vs-time magnetic monopole and a bar magnet differ as they pass through a wire loop? As a bar magnet falls down through a horizontal wire loop, the magnetic field would always point in the same direction (e.g., downward) but the flux through the loop would increase, then decrease. Therefore the induced current direction would change signs as the bar magnet passes through the loop (e.g., first negative current, then positive). a) Draw a graph of the induced current vs time for this scenario. If a hypothetical "North" magnetic monopole were to pass through the same wire loop, its magnetic flux through the loop would change in both direction and strength. Its magnetic field lines would point directly away from it radially in all directions, so its flux through the loop would first be down and increasing, then change to upward and decreasing. b) Use Lenz's Law to determine how the induced current changes with time, and draw the new graph. c) Would this provide a unique experimental result proving the detection of a magnetic monopole?
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