Civil Engineering, $4$th time to send this question and got it wrong in $3$times before please balance the origin and destination and use the impendence function and show work for first and second iterations

a$)$ Given the future year trip origins and destinations in Table $1,$ and the travel time matrix in table $2$ compute the future year O$-$D trip matrix for this system using the gravity method as discussed in class. Assume an impedance function of $\frac{1}{(T{T}_{ij}{)}^2}$ If you our convergence criterion $$ is $5\%,$ has this model converged after $2$ iterations? $(20$ marks$)$

Table $1$: Future Productions and Attractions

$\backslash$table$[[$Table $2$: Future year O$\text{'}$s and D$\text{'}$s$,$Future Year$],[$Zone$,$Origins,Destinations$],[1,0,630],[2,365,180],[3,635,90]]$

Table $2$: Automobile Travel Time Matrix $($minutes$)$