Problem 1You
are out walking your dog at sunset. You notice that there is a light
sensor at the top of the streetlight next to you. This sensor is used
to activate the lights along the street. The street lamps are around
100m (100 yards) apart. You notice that as the lights come on, the
nearest light comes on first and the farthest light just a fraction
later. If you assume that you can distinguish between two different
events about 1/60 second apart, how fast did the sensor signal propagate
between the lights?
There is only
one problem yesterday you were walking the dog at the other
end of the street when the lights turned on. Then the nearest light
again came on first, and the light with the sensor on top that
turned on last!
ANSWER

Problem 2
A 1GHz clock signal is distributed to
other parts of the circuit as shown below, using a 1mm copper trace
on a low loss substrate (microstrip line No 1). The trace is split
into four 1mm traces so that the clock signal can be delivered to
four subsystems. Is this a good design?

If the amplitude of the clock signal is 5V into port 1, what would be
the voltage seen at the terminations 2 through 5? Assume that the signal
travels along the traces without dispersion or loss, and that all the
traces are terminated in matched loads. Disregard any inductance or
capacitance at the junction.
ANSWER

Problem 3What
is nanotechnology?
ANSWER

Problem 4What
is meant by the term "Universal Shift Register"?
ANSWER

Problem 5What
is the counting sequence of a three bit "twisted ring" counter?
ANSWER

Problem 6Write
the assembly code to set all the 8086 flags to '1' at one go without
using any arithmetic or logical instructions.
ANSWER

Problem 7One
end of a microstrip line (effective permittivity at 1GHz = 4) is left
open, the other is terminated in matched load. What would be the impedance
measured 37.5mm from the open end at 1GHz?
ANSWER

Problem 8What
is DMA? What is its use in a computer?
ANSWER

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