Develop a function called h$20$rho$\_$SI$.$m that accepts temperature in

degrees Celsius and outputs density in kg$/$m$^3.$ Do this by interpolating

the data in table A$\mathrm{.}8.$ The output of the function should be the same size

as the input. If the user inputs a single temperature, the function should

return a single density. If the user inputs a matrix of temperatures, the

function returns a matrix of densities at those temperatures. Submit your

commented code and a command line call to the function for temperatures

$0,50,$ and $100$ deg C to show the function works.

EXAMPLE FUNCTION:

function $[$y$\_$out$]=$ blah$($x$\_$in$)$

$\%$Blah accepts an x input and provide the interpolated y

output

$\%$INPUTS:

$\%$x$\_$in nxn matrix of request x point

$\%$OUTPUT

$\%$y$\_$out nxn matrix of interpolated data at x$\_$in points

$\%$Author:

$\%$Date:

$\%$Version:

$\%$Change log:

$\%$

$\%\%\%\%\%\%\%\%$

x$\_$data $=[0123456]$;

y$\_$data $=[0149162536]$;

y$\_$out $=$ interp$1($x$\_$data,y$\_$data,x$\_$in$)$;

end