In MatLab wite a code using this template

$\%$ PROJECT$\_11$ project$\_11()$ is the driver function for the program.

$\%,$ Name:

$\%,$ Date:

$\%$ Class:

$\%$ Description: Determine attachment point $of$ a cable that

will

$\%$ result in the minimum tension

$\%$ Print the header information using the print$\_$header function

of $\%$ There are three inputs. Length of the beam $($L$\_$b$)$ length $\%$ cable $()$ and the weight ont the end $(W).F$ ier each one $\%$ separately using three separate calls to get data. The $()\%\%$ limits forthe weight and the beam are $0\mathrm{.}0.$ ior the cable $\%$ is L$\_$b$.$ There is no maximum value for tr: length of the beam,

$\%$ the cable, or the weight

$\%$ Calculate the vector of tensions and minimum tension $\%D$ is a vector of distances, and $T$ is a ve:tor of tensions $[$d$\_$opt, t$\_$min, D$,$ T$]=$ calc$\_$optimal$\_$postion$($L$\_$b$,$ L$\_$c$,$ W$)$;

$\%,$ Print results using a call to print$\_$results

$\%$ Plot a graph of the tension as a function of the location plot$\_$tension$\_$curve $(D,T$;

end

function $[$d$\_$opt, t$\_$min, D$,$ T$]=$ calc$\_$optimal$\_$postion$($L$\_$b$,$ L$\_$c$,$ W$)$

$\backslash$table$[[\%$