EXON Electronics has three shipments of class $250$ product to be transported from Atlanta, GA to Lansing, MI$.$ The shipments weigh $5000lb,7000lb,$ and $10,000lb$ respectively. EXON can ship each quantity individually or consolidate them as a multiple$-$stop shipment. Each shipment is to be delivered to a different location in Lansing. The carrier, Midwest Trucking, charges $$50$ for each stop$-$off. But if the shipment goes to the final destination the carrier doesn't charge any extra. For example, suppose an individual shipment of $5000lb$ goes from origin to destination without any stoppage. In that case, an individual shipment of $5000lb$ goes from origin to destination without any stoppage in between, the carrier does not charge anything extra, other than the cost per hundredweight given in table $8\mathrm{.}8.$ Refer to table $8\mathrm{.}8$ and evaluate the costs of shipping individually versus consolidation.

What product is classified as class $250?$

What is the cost of individual shipping and consolidated shipping?

Which option is chosen by EXON?