Solve the problem below using the intuitive least cost method and answer the following:

	Cranbury	Plainfield	Saddle Brook	Supply
Gallway	$17	$22	$27	300
Hendron	$23	$21	$19	250
Vienna	$16	$25	$18	280
Demand	275	225	300

a. What is the maximum quantity that can be shipped from Gallway to Plainfield? [ Select ] ["225", "0", "$21", "270", "$22"]

b. What is the maximum quantity that can be shipped from Vienna to Cranbury? [ Select ] ["275", "0", "$16", "$27", "250"]

c. What is the maximum quantity that can be shipped from Gallway to Saddlebrook? [ Select ] ["0", "$27", "175", "250", "45"]

d. What will be the cost of this assignment? [ Select ] ["$14,975", "$15,405", "$23,500", "$12,290", "$14,425"]

e. Were all demand levels met? [ Select ] ["no", "cannot determine based on the information given", "yes"] If so/not, which site(s) was/were not? [ Select ] ["Saddlebrook", "Plainfield", "All demand levels were met", "Cranbury", "Plainfield and Saddlebrook"]

f. Was all supply exhausted? If so, which site(s) [ Select ] ["Vienna, 20 units", "Gallway, 30 units", "Hendron, 30 units", "There was no excess, all supply was exhausted to fill demand", "Gallway 5 units; Vienna 25 units"]