Four partners (Adams, Benson, Cagle, and Duncan) jointly own a piece of land with a market value of $400,000. Suppose that the land is subdivided into four parcels S1, S2, S3, and 54. The partners are planning to split up, with each partner getting one of the four parcels. Complete parts (a) through (e). (a) To Adams, sy is worth $40,000 more than S3, S3 and S1 are equal in value, and S4 is worth $20,000 more than S2. Determine which of the four parcels are fair shares to Adams. The fair share(s) is(are) (Use a comma to separate answers as needed.) (b) To Benson, sy is worth $40,000 more than 52, 54 is $8,000 more than S3, and together s4 and sz have a combined value equal to 40% of the value of the land. Determine which of the four parcels are fair shares to Benson. The fair share(s) is(are) (Use a comma to separate answers as needed.) (c) To Cagle, sz is worth $40,000 more than $4 and $20,000 more than 57, and s2 is worth twice as much as Sy. Determine which of the four parcels are fair shares to Cagle. The fair share(s) is(are). (Use a comma to separate answers as needed.) (d) To Duncan, sy is worth $4,000 more than ; and s3 have equal value; and S1, S2, and sz have a combined value equal to 70% of the value of the land. Determine which of the four parcels are fair shares to Duncan. The fair share(s) is(are). (Use a comma to separate answers as needed.) (e) Find a fair division of the land using the parcels S1, S2, S3, and S4 as fair shares. A. Adams: S3; Benson: S2; Cagle: S1; Duncan: 54 B. Adams: 54; Benson: Sz; Cagle: S2; Duncan: 51 C. Adams: 54; Benson: Sz; Cagle: S1; Duncan: S2 D. Adams: Sz; Benson: 51; Cagle: Sz; Duncan: S4