Consider the given table:

Day

Death Valley $\backslash$deg F

South Pole $\backslash$deg C

$15$

$54$

$27$

$45$

$60$

$40$

$75$

$69$

$53$

$105$

$77$

$56$

$135$

$87$

$57$

$165$

$96$

$57$

$195$

$102$

$59$

$225$

$101$

$59$

$255$

$92$

$59$

$285$

$78$

$50$

$315$

$63$

$38$

$345$

$52$

$27$

Consider the following script.

$\%$ Script to generate stacked plots of temperatures versus time

$\%$ for Death Valley and the South Pole with Celsius time series

$\%$ on the top plot and Fahrenheit on the bottom.

clc$,$clf

t$=[154575105135165195225255285315345]$;

TFDV$=[54606977879610210192786352]$;

TCSP $=[27405356575759595950$

$3827]$;

TCDV$=$TempConv$($TFDV$,\text{'}$C$\text{'})$;

TFSP$=$TempConv$($TCSP$,\text{'}$F$\text{'})$;

$\%$ Create plot

$\%$ Test of error trap

TKSP$=$TempConv$($TCSP$,\text{'}$K$\text{'})$;

Develop a MATLAB function to convert a vector of temperatures from Celsius to Fahrenheit and vice versa. Test it with the given data for the average monthly temperatures at Death Valley, CA$,$ and at the South Pole