Bruin Logistics handles hundreds of shipments from businesses in the Los Angeles area. At present, Bruin has three shipments to deliver to the Atlanta area.

Click the icon to view the shipments table. all three trucks would be $12,500$ pounds $\frac{?}{48},000$ pounds, or just $26\%-$ hardly an economic or environmentally wise use of resources. the three shipments to Atlanta would be:

Click the icon to view the consolidated delivery costs.

Given all of this information, recalculate the cost of the consolidation option if all costs remain the same except:

a$.$ The cost of running the warehouse doubles to $$10$ per hundred$-$weight. All other values stay the same as provided in the problem statement.

The cost of the consolidation option is $ $($Enter your response as a whole number.$)$

b$.$ Delivery costs to each customer fall to $$50.$ All other values stay the same as provided in the problem statement.

The cost of the consolidation option is $ $($Enter your response as a whole number.$)$

c$.$ Cost of sending a truck from Los Angeles to Atlanta falls to $$4,400,$ but delivery costs rise to $$250$ per customer. All other values stay the same as provided in the problem statement.

The cost of the consolidation option is $($Enter your response as a whole number.$)$

More Info

$\backslash$table$[[$Customer$,$Shipment,Weight$],[$Venetian Artists Supply,$80$ boxes, drawing paper,$5,000lbs.],[$Kaniko$,70$PC printers,$4,000lbs.],[$Ardent Furniture,$12$ dining room sets,$3,500lbs.],[,$Total:,$12,500lbs.]]$

More Info

$\backslash$table$[[$Consolidated delivery costs$],[$Warehousing costs,,$$5(12,500lb\frac{.}{100}lb)=.$$$625$