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(Solved): Given that Zin(z) = ((ZLcos(bz)+jZ0sin(bz))/(Z0cos(bz)+jZLsin(bz))) where does the complex part ...



1) Two characteristics of a certain lossless transmission line are \( Z 0=75 \Omega \) and \( \gamma=0+j 0.8 \pi \) \( m-1 \)

Given that Zin(z) = ((ZLcos(bz)+jZ0sin(bz))/(Z0cos(bz)+jZLsin(bz)))
where does the complex part of the impedance become zero? (part 1.b)

1) Two characteristics of a certain lossless transmission line are and at . (4pt) Find and b. A load of is located at . What is the shortest distance from the load to a point at which ? (note small denotes length, is impedance.)


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