Jenna, Tatiana, and Nina have decided to share their Halloween candy. They randomly split all of their candy into three bowls. Each of them places a dierent total value on all of the candy combined, and each places a dierent value on the individual bowls. These values are shown below. Candy Total Value Bowl 1 Bowl 2 Bowl 3

Jenna $8 $4.50 $0.75 $2.75

Tatiana $4 $1.00 $1.00 $2.00

Nina $6 $1.75 $2.50 $1.75

1. (a) What is the minimum monetary value of a fair share for Jenna?

(b) List all of the bowls that Jenna would consider to be a fair share.

2. (a) What is the minimum monetary value of a fair share for Tatiana?

(b) List all of the bowls that Tatiana would consider to be a fair share.

3. (a) What is the minimum monetary value of a fair share for Nina?

(b) List all of the bowls that Nina would consider to be a fair share.

4. Which bowl should be given to each person to ensure that all three of them have a fair share?