solve it with the dijkstra method and show the solution

Ford co produces cars in Detroit and Dallas. The Detroit plant can produce as many as 6,500 cars, and the Dallas plant can produce as many as 6,000 cars. Producing a car costs $2,000 in Detroit and $1,800 in Dallas. Cars must be shipped to three cities. City 1 must receive 5,000 cars, city 2 must receive 4,000 cars, and city 3 must receive 3,000 cars. The cost of shipping a car from each plant to each city is given in the table. At most, 2,200 cars may be sent from a given plant to a given city. Formulate an MCNFP that can be used to minimize the cost of meeting demand.

\begin{tabular}{lccc} \hline & \multicolumn{3}{c}{T0($)} \\ \cline { 2 - 4 } From & City 1 & City 2 & City 3 \\ \hline Detroit & 800 & 600 & 300 \\ Dallas & 500 & 200 & 200 \\ \hline \end{tabular}