$1.$ Ask the user to input the type and geometry data of any lossless transmission line and output

C$,$ L$,$ and the characteristic impedance of the line.

$2.$ Design for a microstrip transmission line with Zo $=65.$

$3.$ Solve for the reflection coefficient when the user inputs characteristic impedance and the

load impedance. Your script should determine both the magnitude and phase of $$ plus

the standing wave ration S$.$

$4.$ Determine an unknown load when the locations of the first max and min, and the amplitude

of the maximum and minimum standing wave voltage are inputted by the user.

$5.$ Solve for the input impedance of any transmission line when Zo$,$ length of the line with

respect to the wavelength or metric measure, $$r$,$ frequency, and ZL are inputted by the

user.

$6.$ Solve for the time domain voltage and current anywhere along the transmission line when

the info in step $5$ and source information is provided in time domain.

$7.$ Given the characteristic impedance of the line and the load impedance, determine the length of

the additional line and a shorted stub to maximize the power transfer to the load.