Write a MatLaB code that calculates the geometric center of given cross$-$sections $(x_g,y_g).$ Programme asks for the type of cross$-$section and the related parameters $(b,h,t_1,b_1,b_2$dots.$)$ that defines the geometry. Test the code using parameters extracted from your student number.

Related parameters

Student No: XXXXabcd $($a$,$b$,$c$,$d last four digits$)$

$h=a,b=b,b1=c$;$b2=0\mathrm{.}8c,t1=0\mathrm{.}1ad,t2=0\mathrm{.}1bd$;$t3=d$

if a $,b,c$ values are zero take them as $5,$ if $d$ is zeros take it as $\frac{5}{10}.$

While testing your code, use the last digit $($unchanged d value$)$ of your student No for crosssection type

$0-$ U shape

$1-$I shape

If $d$ is greater than $3-T$ shape, a$=2,$ b$=9,$c$=0,$d$=3$