Two planes take off at the same exact moment. They are
flying across the Atlantic. One leaves New York and is
flying to Paris at 500 miles per hour. The other leaves
Paris and is flying to New York at only 450 miles per hour (
because of a strong head wind ).
Which one will be closer to Paris when they meet?
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Answer / guest
They will both be the same distance from Paris when they meet!!!
| Is This Answer Correct ? | 110 Yes | 19 No |
Answer / dude3
This is a math problem, not a airline operator problem. If two planes meet, it means they are at the same place. It isn't relevant to question whether they crash or not, or whether the cockpits meet or the entire plane. If one plane is Point A and the other is Point B, and they both have coordinates, we can say that when Point A and Point B meet, they have the same coordinates. Let's say that they meet at the coordinates x = 5. So the coordinates of A are 5 and the coordinates of B are also 5. 5-5 = 0. The distance between A and B is ZERO, when they meet. Therefore, they will be at the same place when they meet, and neither will be closer to Paris. Stupid question.
| Is This Answer Correct ? | 32 Yes | 6 No |
Answer / sandeep mitra
its a stupud question ofcourse they will be at same
distance from paris & ny
| Is This Answer Correct ? | 39 Yes | 21 No |
Answer / jason
I still can't understand the reasoning behind the "they will be the same distance from Paris" argument.
When both objects meet, in my opinion is when a point on either plane arrive at the same distance from the target, this only means the cockpits are the same distance from Paris, when you take into account the full length of the plane the tail will obviously be closer to Paris on the flight heading to New York.
| Is This Answer Correct ? | 30 Yes | 21 No |
Answer / dalen baff
I understand what you're thinking, but the question is not asking "which plane is closer to its starting location", it's asking which is closer to Paris. Think about it, it's basically an intersection point between two lines, so one single point (where the planes meet) cannot be multiple distances away from another single point (Paris).
| Is This Answer Correct ? | 8 Yes | 3 No |
Answer / dalen baff
I don't think anyone has explained this well, so here goes
my attempt. The planes will be in the same spot because
when they meet, they are effectively at the same point in
space. Naturally, one point cannot be two separate
distances from another, so they are equal.
| Is This Answer Correct ? | 9 Yes | 5 No |
Answer / shanananananaaaa
Ohhhh my God, people calm down. It's not a math problem, an aviation problem, or anything like that. It's a RIDDLE.
Haha, people are stressing way too much about this.
(And by the way, yes, they're the same distance from Paris since they're in the same exact place.)
| Is This Answer Correct ? | 3 Yes | 1 No |
Answer / andres
They tried to trick people by making them think oh the one
leaving Paris on route to NY is closer because it left Paris
or leaving NY on route to Paris is closer because its
traveling faster but the answer is that they are the same
distance from Paris because when they meet they are in the
same location in reference to Paris.
| Is This Answer Correct ? | 2 Yes | 1 No |
Answer / john
It's just a riddle.... When they meet or pass each other,
they will both be the same distance away from Paris for
that split-second. Who ever didn't get it, get over it, you
were wrong :)
| Is This Answer Correct ? | 1 Yes | 0 No |
Answer / david
Lets say they are at the same aptitude, the plane flying
from paris will be closer to paris as the planes noses meet
their tails will be closer to there departure airport.
Unless when the question is infering that the word "meet"
is directly proportional with one another, in that case
they would both be the same distance
| Is This Answer Correct ? | 1 Yes | 0 No |
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