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Bunuel
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Wow, no correct answers on this one yet.

I got E as the Island can be anywhere south of the airplane to start; we need to know what distance the island is from the airplane.

For example:
(1) If it is very close to the airplane, the airplane will finish south west of the island.
(2) If the island initially is 300 miles south, the airplane will finish directly west of the island.
(3) If the island is beyond 300 miles south, the airplane will be north west of the island.
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I agree with Laxpro.
The answer is completely dependent on the initial position of the plane. Even if the plane is straight north of the island at the beginning, at 3pm, it could be NW or SW of the island :




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Bunuel
An airplane was due north of a tropical island when hurricane warning arrived at noon. In what direction was the tropical island from the position of the airplane at 3 pm?

(1) To circumvent the path of the hurricane, the airplane flew due west at 200 miles per hour from noon till 2 pm, and from 2 pm until 3 pm, it flew due south at 300 miles per hour.

(2) At 3 pm, the airplane was exactly 450 miles from the tropical island.

I used coordinate geometry to solve this question.
Since I cannot draw here, please bear with me. I will try and explain my process.

At 12 pm - Plane is due north of the island, so if the island is at coordinate (0,0), then the plane is at (0,y).
Storm warning. Where is the plane relative to the island at 3pm? Or what are the coordinates?

1) Plane flew west from (0,y) at 200 miles per hour till 2 pm
Plane's new position is (-400,y)
Plane flew south from (-400,y) at 300 miles per hour for 1 hour.
Plane's new position is (-400,y-300)
y=?
Insufficient.

2) At 3 pm the plane is 450 miles from the island
It should be in any direction. Insufficient.

(1+2)
Plane's last known position is (-400, y-300)
The distance is 450 miles from the island.

If y > 300 then it's above the x-axis and if y < 300 then it's below the x-axis.
Insufficient.

Answer is E.
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Let the Distance between plane and tropical Island be X.
We know that the plane is in the north to the tropical Island.And we have to find out the direction the plane would be at 3 O'clock.

So by 1)
So by this the plane 200 miles west and 300 miles south.
But we don't know the original distance between plane and tropical Island. Considering this the plane could be in North West or in South West.

By 2)
The distance between plane and tropical Island doesn't guide to know the direction of plance.

Combining 1) and 2)
After we know the distance between plane and tropical Island and we know that it could be in North west and South West

So option E is correct.

Madhur
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I got the answer C because if it's due north, I was thinking that it is somewhere on the y-axis north. Not NE or NW. Then if we know both the distance it was flying from 12-3 and the relative orientation in space plus the final distance to the island, we can figure out exactly where it began its journey on the y-axis and hence where final position was.

Am I missing something?
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Nagge
I got the answer C because if it's due north, I was thinking that it is somewhere on the y-axis north. Not NE or NW. Then if we know both the distance it was flying from 12-3 and the relative orientation in space plus the final distance to the island, we can figure out exactly where it began its journey on the y-axis and hence where final position was.

Am I missing something?

I failed to consider that the plane could have started close to the island and gone around it (negative y axis). There is therefore two possible answers... answer E is correct
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Bunuel
An airplane was due north of a tropical island when hurricane warning arrived at noon. In what direction was the tropical island from the position of the airplane at 3 pm?

(1) To circumvent the path of the hurricane, the airplane flew due west at 200 miles per hour from noon till 2 pm, and from 2 pm until 3 pm, it flew due south at 300 miles per hour.

(2) At 3 pm, the airplane was exactly 450 miles from the tropical island.

Statements combined:

The dotted green line indicates the plane's position at 12pm.
The blue right triangle indicates the plane's position at 3pm.
The two dotted red lines show positions for the island that are 450 miles from the plane's position at 3pm.
Since the island can be in different positions, the two statements combined are INSUFFICIENT.

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