based on this information, when will each employees shift begin?\na. 9 a.m. - gary; 12 p.m. - rachel; 3 p.m…

based on this information, when will each employees shift begin?\na. 9 a.m. - gary; 12 p.m. - rachel; 3 p.m. - christopher; 6 p.m. - hannah\nb. 9 a.m. - christopher; 12 p.m. - rachel; 3 p.m. - hannah; 6 p.m. - gary\nc. 9 a.m. - christopher; 12 p.m. - hannah; 3 p.m. - rachel; 6 p.m. - gary\nd. 9 a.m. - gary; 12 p.m. - rachel; 3 p.m. - hannah; 6 p.m. - christopher

based on this information, when will each employees shift begin?\na. 9 a.m. - gary; 12 p.m. - rachel; 3 p.m. - christopher; 6 p.m. - hannah\nb. 9 a.m. - christopher; 12 p.m. - rachel; 3 p.m. - hannah; 6 p.m. - gary\nc. 9 a.m. - christopher; 12 p.m. - hannah; 3 p.m. - rachel; 6 p.m. - gary\nd. 9 a.m. - gary; 12 p.m. - rachel; 3 p.m. - hannah; 6 p.m. - christopher

Answer

Explanation:

Step1: Check Rachel's preference

Rachel's 1st pick is 12 p.m.

Step2: Check Gary's preference

Gary's 1st pick is 9 a.m.

Step3: Check Hannah's preference

Hannah's 1st pick is 12 p.m., but Rachel already has 12 p.m., so Hannah gets her 2nd pick which is 6 p.m.

Step4: Check Christopher's preference

Christopher's 1st pick is 9 a.m., but Gary already has 9 a.m., so Christopher gets his 2nd pick which is 12 p.m., but that's also taken, so he gets his 3rd pick which is 3 p.m.

Answer:

D. 9 a.m. - Gary; 12 p.m. - Rachel; 3 p.m. - Hannah; 6 p.m. - Christopher