a) [15 points] Solve the following Transportation Problem using the pulp package for optimization. Write down your code, in the textbox below. Also type the optimal objective function value and optimal shipments as a ##comment## in the textbox below.\ b) [10 points] How will you modify your code, if the route between Fort Lauderdale (Source 3) and Boston (Destination 2) has a limit of 100 units. Write dowr your answer as a ##comment## in the textbox below.**solve it with PYHTON AND ALSO Note that per unit transportation costs (cij\ ), supply (Ki\ ) and demand (Dj\ ) values are already provided in the textbox below.

a) [15 points] Solve the following Transportation Problem using the pulp package for optimization. Write down your code, in the textbox below. Also type the optimal objective function value and optimal shipments as a \#\#comment\#\# in the textbox below. b) [10 points] How will you modify your code, if the route between Fort Lauderdale (Source 3) and Boston (Destination 2) has a limit of 100 units. Write dow your answer as a \#\#comment\#\# in the textbox below. a) [15 points] Solve the following Transportation Problem using the pulp package for optimization. Write down your code, in the textbox below. Also type the optimal objective function value and optimal shipments as a \#\#comment\#\# in the textbox below. b) [10 points] How will you modify your code, if the route between Fort Lauderdale (Source 3) and Boston (Destination 2) has a limit of 100 units. Write dow your answer as a \#\#comment\#\# in the textbox below