0:05

Moving to question 16: If Freedom makes a
voyage to Martinique in week 3 which of the

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following could be a complete and accurate list
of Freedom's destinations in week 4

0:16

and week 5? Alright so gain we're looking for a
situation where we have Martinique in

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week 3. And you should notice from
question 1 we have Martinique in week 3

0:27

and 4 & 5 are Trinidad and Guadeloupe.
Unfortunately we do not see Trinidad in

0:34

Guadalupe as an answer choice but don't give
up yet. Turning our attention now to question 13 you

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notice we also have Martinique in week 3
and in that scenario we have Guadalupe

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and Trinidad in weeks 4 and 5
respectively.

0:49

So clearly Guadalupe and Trinidad
could be an accurate list of Freedom's

0:56

destinations in weeks 4 and 5
respectively.

1:00

Again proving by our previous work in
question number 13. So, you notice we didn't have to do

1:07

any additional work here for question
number 16 but again just to make

1:12

sure let's quickly demonstrate why none
of the other answer choices follow. And if

1:18

you notice very quickly answer choice
(B) Jamaica Guadaloupe

1:22

clearly violates our fourth condition
because we know if we have Jamaica we need to have Guadeloupe before it. And if Martinique

1:26

is already in 3rd how cane we have
Jamaica in 4th? (C) Martinique

1:33

Trinidad again if Martinique is in
3rd putting Martinique and Trinidad in 4 & 5 would violate condition

1:39

number 5 back-to-back Martiniques not
to mention condition number 3 that

1:44

says at least 1 Guadaloupe must be between our
exactly two Martiniques. So (C) is out.

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(D) Trinidad and Jamaica and again we
know that if we have Trinidad and Jamaica

1:56

that is violating condition number 4
because any proceeding Jamaica must be

2:02

Guadalupe. So (D) is out and then lastly (E)
Trinidad and Martinique. Again you notice

2:09

the problem there violates rule number
3. We need at least one G in between

2:15

our two Martiniques. So (E) also doesn't

2:18

follow and (E) would be eliminated.