$\backslash$table$[[$a$,$A$,$I,c$,ar,(1),$F$,$G$),$H$],[$d$,,,$Transportation Model,,LMS$,,$RHS$],[2,,,,,,],[3,,,$A$.$ Fort Worth,B$.$ Phoentx,C$.$ Reno,Shipped,Sign,Supply$],[4,$San Antonio,$1,16000,14000,0,30000,,],[5,$Sacremento,$2,0,1000,12000,16000,,],[6,$LHS$,$Shipped,$16000,18000,12000,,,],[7.,,$Sign,$=,=,=,,,],[8,$RHS$,$Demand,,$401,9\mathrm{.}9,,$Sum,$50000],[9,,,,,,,,],[10,,$Total Cost,$112000,,,,,],[(1),,,,,,-1,,],[12,,,$Shipping Cost,,,,,$],[13,,,,,,$RHS$,,],[14,,$From,A$,$B$,C,$Supphy,,$],[15,,1,$$$3\mathrm{.}20,$$$2\mathrm{.}20,54\mathrm{.}20,30,000,,],[16,,2,99,3\mathrm{.}9,1\mathrm{.}2,20,000,,],[$l$7,,$Demand,$16,000,18,000,12,000,4s,,],[18,,,,,-,$HNH$,,]]$

Which destination receives the largest single shipment according to the optimal solution?

A$.$ Phoenix; $14,000$

B$.$ San Antonio; $30,000$

c$.$ Fort Worth; $16,000$

D$.$ Reno; $12,000$