IN$-$CLASS ASSIGNMENT

Design a User$-$Defined Function as shown in the lecture prior to the midterm that calculates the data rate of a $5$ G cell phone user based on the following equation $($also known as the ShannonHartley Theorem$)$:

Data Rate $=$Bandwidth$*$ Transmission PowerBandwidth$))$

The log function is Base $2.$ Name your function "SHANNON." The values of the input variables for four mobile customers are as follows:

$\backslash$table$[[$User$,\backslash$table$[[$Transmission$],[$Power$]],$Channel Quality,Wireless Noise,Bandwidth$],[1,20,100,174,10],[2,40,80,174,20],[3,60,60,174,30],[4,80,40,174,40],[5,100,20,174,50]]$

Then plot the figure for Transmission Power vs Data Rate; this plot should have a line for each user. Then do the same for Channel Quality vs Data Rate in a separate plot; this plot too should have a line for each user. Then finally, do the same for Bandwidth vs Data Rate in a separate plot; this plot too should have a line for each user.

The plot commands should actually be a part of the function definition itself. Do NOT invoke the plot command in the command window but rather through the function file$/$definition itself.

Screenshot the following into this word file in the specified sequence:

The function file where you define the input and output variables along with the function definition$/$equation$,$

The command window when you call the function and pass the input variables to the function,

The graph for transmission power vs data rate for all $5$ users in one figure,

The graph for channel quality vs data rate for all $5$ users in a second figure, and

The graph for bandwidth vs data rate for all $5$ users in a third figure.